{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 132,
   "id": "20893844-c6b0-4527-a02b-0455d5d23215",
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 133,
   "id": "4b45bbc3-0733-4912-a618-c682acb36242",
   "metadata": {},
   "outputs": [],
   "source": [
    "import warnings\n",
    "\n",
    "warnings.filterwarnings(\"ignore\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 134,
   "id": "fac88ad0-7e72-4dfa-9c12-59693f88338d",
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.model_selection import train_test_split\n",
    "from sklearn.preprocessing import StandardScaler\n",
    "from sklearn.linear_model import SGDRegressor"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ddebfeda-4646-4fd0-ac77-5fb642e8df83",
   "metadata": {},
   "source": [
    "# 基于随机梯度下降算法的波士顿房价预测"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e2be6bd6-307c-4d33-bc11-11c8277ef02e",
   "metadata": {},
   "source": [
    "## 一、导入数据集"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 135,
   "id": "4c3c5712-43b5-472e-87eb-8e3effab8987",
   "metadata": {},
   "outputs": [],
   "source": [
    "data_url = \"http://lib.stat.cmu.edu/datasets/boston\"\n",
    "raw_df = pd.read_csv(data_url, sep=\"\\s+\", skiprows=22, header=None)\n",
    "data = np.hstack([raw_df.values[::2, :], raw_df.values[1::2, :2]])\n",
    "target = raw_df.values[1::2, 2]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 136,
   "id": "ff0c5125-c5d0-4f6e-872b-c8a8e0f27f98",
   "metadata": {},
   "outputs": [],
   "source": [
    "columns = ['crim','zn','indus','chas','nox','rm','age','dis','rad','tax','ptradio','b','lstat']\n",
    "house_df = pd.DataFrame(data=data, columns=columns)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 137,
   "id": "15156bf8-5ab4-4494-907b-5daf0a6fbaca",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "RangeIndex: 506 entries, 0 to 505\n",
      "Data columns (total 13 columns):\n",
      " #   Column   Non-Null Count  Dtype  \n",
      "---  ------   --------------  -----  \n",
      " 0   crim     506 non-null    float64\n",
      " 1   zn       506 non-null    float64\n",
      " 2   indus    506 non-null    float64\n",
      " 3   chas     506 non-null    float64\n",
      " 4   nox      506 non-null    float64\n",
      " 5   rm       506 non-null    float64\n",
      " 6   age      506 non-null    float64\n",
      " 7   dis      506 non-null    float64\n",
      " 8   rad      506 non-null    float64\n",
      " 9   tax      506 non-null    float64\n",
      " 10  ptradio  506 non-null    float64\n",
      " 11  b        506 non-null    float64\n",
      " 12  lstat    506 non-null    float64\n",
      "dtypes: float64(13)\n",
      "memory usage: 51.5 KB\n"
     ]
    }
   ],
   "source": [
    "house_df.info()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 138,
   "id": "8d0e68e6-3f36-4027-8e3e-0fcc1cf3ea8d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>crim</th>\n",
       "      <th>zn</th>\n",
       "      <th>indus</th>\n",
       "      <th>chas</th>\n",
       "      <th>nox</th>\n",
       "      <th>rm</th>\n",
       "      <th>age</th>\n",
       "      <th>dis</th>\n",
       "      <th>rad</th>\n",
       "      <th>tax</th>\n",
       "      <th>ptradio</th>\n",
       "      <th>b</th>\n",
       "      <th>lstat</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0.00632</td>\n",
       "      <td>18.0</td>\n",
       "      <td>2.31</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.538</td>\n",
       "      <td>6.575</td>\n",
       "      <td>65.2</td>\n",
       "      <td>4.0900</td>\n",
       "      <td>1.0</td>\n",
       "      <td>296.0</td>\n",
       "      <td>15.3</td>\n",
       "      <td>396.90</td>\n",
       "      <td>4.98</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>0.02731</td>\n",
       "      <td>0.0</td>\n",
       "      <td>7.07</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.469</td>\n",
       "      <td>6.421</td>\n",
       "      <td>78.9</td>\n",
       "      <td>4.9671</td>\n",
       "      <td>2.0</td>\n",
       "      <td>242.0</td>\n",
       "      <td>17.8</td>\n",
       "      <td>396.90</td>\n",
       "      <td>9.14</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>0.02729</td>\n",
       "      <td>0.0</td>\n",
       "      <td>7.07</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.469</td>\n",
       "      <td>7.185</td>\n",
       "      <td>61.1</td>\n",
       "      <td>4.9671</td>\n",
       "      <td>2.0</td>\n",
       "      <td>242.0</td>\n",
       "      <td>17.8</td>\n",
       "      <td>392.83</td>\n",
       "      <td>4.03</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>0.03237</td>\n",
       "      <td>0.0</td>\n",
       "      <td>2.18</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.458</td>\n",
       "      <td>6.998</td>\n",
       "      <td>45.8</td>\n",
       "      <td>6.0622</td>\n",
       "      <td>3.0</td>\n",
       "      <td>222.0</td>\n",
       "      <td>18.7</td>\n",
       "      <td>394.63</td>\n",
       "      <td>2.94</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>0.06905</td>\n",
       "      <td>0.0</td>\n",
       "      <td>2.18</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.458</td>\n",
       "      <td>7.147</td>\n",
       "      <td>54.2</td>\n",
       "      <td>6.0622</td>\n",
       "      <td>3.0</td>\n",
       "      <td>222.0</td>\n",
       "      <td>18.7</td>\n",
       "      <td>396.90</td>\n",
       "      <td>5.33</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "      crim    zn  indus  chas    nox     rm   age     dis  rad    tax  \\\n",
       "0  0.00632  18.0   2.31   0.0  0.538  6.575  65.2  4.0900  1.0  296.0   \n",
       "1  0.02731   0.0   7.07   0.0  0.469  6.421  78.9  4.9671  2.0  242.0   \n",
       "2  0.02729   0.0   7.07   0.0  0.469  7.185  61.1  4.9671  2.0  242.0   \n",
       "3  0.03237   0.0   2.18   0.0  0.458  6.998  45.8  6.0622  3.0  222.0   \n",
       "4  0.06905   0.0   2.18   0.0  0.458  7.147  54.2  6.0622  3.0  222.0   \n",
       "\n",
       "   ptradio       b  lstat  \n",
       "0     15.3  396.90   4.98  \n",
       "1     17.8  396.90   9.14  \n",
       "2     17.8  392.83   4.03  \n",
       "3     18.7  394.63   2.94  \n",
       "4     18.7  396.90   5.33  "
      ]
     },
     "execution_count": 138,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "house_df.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "52a63c07-2420-4f88-ba3b-c7fa22e6ce67",
   "metadata": {},
   "source": [
    "## 二、划分数据集"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 139,
   "id": "31565d3c-a765-4486-9a10-8691459102da",
   "metadata": {},
   "outputs": [],
   "source": [
    "X_train, X_test, y_train, y_test = train_test_split(data, target, test_size=46, random_state=10)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 140,
   "id": "280ecd67-aa9c-44ea-9a7b-a133aac08236",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(460, 13)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "(46, 13)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "display(X_train.shape, X_test.shape)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 141,
   "id": "ad944178-8ba8-4ae8-9fdb-be1b502fa58f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(460,)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "(46,)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "display(y_train.shape, y_test.shape)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "eccd2729-23f9-4352-b8eb-cdbaa8428356",
   "metadata": {
    "jp-MarkdownHeadingCollapsed": true
   },
   "source": [
    "## 三、数据预处理（标准化）"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 142,
   "id": "fe99435f-bfb8-4e48-80d3-5ffbc94cd6a6",
   "metadata": {},
   "outputs": [],
   "source": [
    "std_scaler = StandardScaler()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 143,
   "id": "4734fee3-9766-4da3-a3e1-1c7fa8443199",
   "metadata": {},
   "outputs": [],
   "source": [
    "X_train_std = std_scaler.fit_transform(X_train)\n",
    "X_test_std = std_scaler.fit_transform(X_test)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bc2e5b49-0108-45fe-aadb-021e28a1e432",
   "metadata": {},
   "source": [
    "## 四、随机梯度下降"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 144,
   "id": "5bc4b553-51a8-492e-ad1d-b2a41072c76f",
   "metadata": {},
   "outputs": [],
   "source": [
    "sgd = SGDRegressor()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 145,
   "id": "2e0339c3-0953-43a3-978a-543c7e358257",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<style>#sk-container-id-2 {color: black;}#sk-container-id-2 pre{padding: 0;}#sk-container-id-2 div.sk-toggleable {background-color: white;}#sk-container-id-2 label.sk-toggleable__label {cursor: pointer;display: block;width: 100%;margin-bottom: 0;padding: 0.3em;box-sizing: border-box;text-align: center;}#sk-container-id-2 label.sk-toggleable__label-arrow:before {content: \"▸\";float: left;margin-right: 0.25em;color: #696969;}#sk-container-id-2 label.sk-toggleable__label-arrow:hover:before {color: black;}#sk-container-id-2 div.sk-estimator:hover label.sk-toggleable__label-arrow:before {color: black;}#sk-container-id-2 div.sk-toggleable__content {max-height: 0;max-width: 0;overflow: hidden;text-align: left;background-color: #f0f8ff;}#sk-container-id-2 div.sk-toggleable__content pre {margin: 0.2em;color: black;border-radius: 0.25em;background-color: #f0f8ff;}#sk-container-id-2 input.sk-toggleable__control:checked~div.sk-toggleable__content {max-height: 200px;max-width: 100%;overflow: auto;}#sk-container-id-2 input.sk-toggleable__control:checked~label.sk-toggleable__label-arrow:before {content: \"▾\";}#sk-container-id-2 div.sk-estimator input.sk-toggleable__control:checked~label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-2 div.sk-label input.sk-toggleable__control:checked~label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-2 input.sk-hidden--visually {border: 0;clip: rect(1px 1px 1px 1px);clip: rect(1px, 1px, 1px, 1px);height: 1px;margin: -1px;overflow: hidden;padding: 0;position: absolute;width: 1px;}#sk-container-id-2 div.sk-estimator {font-family: monospace;background-color: #f0f8ff;border: 1px dotted black;border-radius: 0.25em;box-sizing: border-box;margin-bottom: 0.5em;}#sk-container-id-2 div.sk-estimator:hover {background-color: #d4ebff;}#sk-container-id-2 div.sk-parallel-item::after {content: \"\";width: 100%;border-bottom: 1px solid gray;flex-grow: 1;}#sk-container-id-2 div.sk-label:hover label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-2 div.sk-serial::before {content: \"\";position: absolute;border-left: 1px solid gray;box-sizing: border-box;top: 0;bottom: 0;left: 50%;z-index: 0;}#sk-container-id-2 div.sk-serial {display: flex;flex-direction: column;align-items: center;background-color: white;padding-right: 0.2em;padding-left: 0.2em;position: relative;}#sk-container-id-2 div.sk-item {position: relative;z-index: 1;}#sk-container-id-2 div.sk-parallel {display: flex;align-items: stretch;justify-content: center;background-color: white;position: relative;}#sk-container-id-2 div.sk-item::before, #sk-container-id-2 div.sk-parallel-item::before {content: \"\";position: absolute;border-left: 1px solid gray;box-sizing: border-box;top: 0;bottom: 0;left: 50%;z-index: -1;}#sk-container-id-2 div.sk-parallel-item {display: flex;flex-direction: column;z-index: 1;position: relative;background-color: white;}#sk-container-id-2 div.sk-parallel-item:first-child::after {align-self: flex-end;width: 50%;}#sk-container-id-2 div.sk-parallel-item:last-child::after {align-self: flex-start;width: 50%;}#sk-container-id-2 div.sk-parallel-item:only-child::after {width: 0;}#sk-container-id-2 div.sk-dashed-wrapped {border: 1px dashed gray;margin: 0 0.4em 0.5em 0.4em;box-sizing: border-box;padding-bottom: 0.4em;background-color: white;}#sk-container-id-2 div.sk-label label {font-family: monospace;font-weight: bold;display: inline-block;line-height: 1.2em;}#sk-container-id-2 div.sk-label-container {text-align: center;}#sk-container-id-2 div.sk-container {/* jupyter's `normalize.less` sets `[hidden] { display: none; }` but bootstrap.min.css set `[hidden] { display: none !important; }` so we also need the `!important` here to be able to override the default hidden behavior on the sphinx rendered scikit-learn.org. See: https://github.com/scikit-learn/scikit-learn/issues/21755 */display: inline-block !important;position: relative;}#sk-container-id-2 div.sk-text-repr-fallback {display: none;}</style><div id=\"sk-container-id-2\" class=\"sk-top-container\"><div class=\"sk-text-repr-fallback\"><pre>SGDRegressor()</pre><b>In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook. <br />On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.</b></div><div class=\"sk-container\" hidden><div class=\"sk-item\"><div class=\"sk-estimator sk-toggleable\"><input class=\"sk-toggleable__control sk-hidden--visually\" id=\"sk-estimator-id-2\" type=\"checkbox\" checked><label for=\"sk-estimator-id-2\" class=\"sk-toggleable__label sk-toggleable__label-arrow\">SGDRegressor</label><div class=\"sk-toggleable__content\"><pre>SGDRegressor()</pre></div></div></div></div></div>"
      ],
      "text/plain": [
       "SGDRegressor()"
      ]
     },
     "execution_count": 145,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sgd.fit(X_train_std, y_train)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 146,
   "id": "20b35102-8760-4627-b3a6-8c91a0234d72",
   "metadata": {},
   "outputs": [],
   "source": [
    "y_pred = sgd.predict(X_test_std)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 147,
   "id": "d52ac0c4-6fe8-43dd-8ab6-c99dae233e2f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.51614272538626"
      ]
     },
     "execution_count": 147,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sgd.score(X_test_std, y_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 148,
   "id": "7797042b-26cb-4d3a-ae87-0ec2e87896d3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([22.14990949])"
      ]
     },
     "execution_count": 148,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "b = sgd.intercept_\n",
    "b"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 149,
   "id": "e837d346-2a96-410b-adda-3dd51a637728",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([-0.9213357 ,  1.13331901, -0.24061344,  0.83007499, -1.68635677,\n",
       "        2.60873369, -0.09933997, -3.08815304,  1.91317524, -1.24483052,\n",
       "       -1.7894394 ,  0.99989448, -3.73862047])"
      ]
     },
     "execution_count": 149,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "w = sgd.coef_\n",
    "w"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "24db4ad1-309d-423c-914c-b05cfcf975ad",
   "metadata": {
    "jp-MarkdownHeadingCollapsed": true
   },
   "source": [
    "## 五、特征筛选"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 150,
   "id": "80806dfd-91f3-46ee-99ab-c9487900fb92",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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csXm4d7vd52Ux6z6KfT/xfksk0dYBNgbe8j43S0uCJe65U8xzZC22ePdZ306KWV4GHOJt92besrhtGZJoJwE3AD8n5lw73mddKH8aShbsAFxmdnvcTn8U8IW37mpgKK5R3R13NabZGLM9LsN5Fq63zBPAo8aYjlHPOwEYi7vytDnwOC4b2x04D5hpjOkBYIyZZIx5zPt/N2ALXJCKWITbYdvrSuOGOsyN6Vo4IPp1rLXv4v1AfZ7jJOBO6+3xuGD2ATDFe+7FxpjDA17/RFyjaVnUsmuBE40xFcaYfsBuwFMBj98LF+yTMQB4z1r7TdSy6M+v1Xv2/r+5MWaTJB57L9DXGLO9MaYC95n801tnYv6N/H+nmO17zute+qAxpk+S7wljTG/gFOC3yT5GQqcUYhHec2/uvc/o33Xsbwda/34S/bbiORt4zlr7qs+6a4FjjBsaW427OhT5XQ8E1gFHeL/bt4wxZyT5mtsD66y1b0Uti/f5BcY5Y0wlrlfQEgBr7We47/3HXvfv3XBX+f4d/bCY/3cCtvNu7+o972LjhtPcbWKGs8QRLw5K8Si2eNTm92XcUPg1uCu+n3jbG71+Fe6k7U+4E7ZWq2P+3yYeGWMMrv1zR9TiwHaXMaYcGAb0MG642EfGDW2tjPO6xHntPWPfM3CPccNYnjTGDIp9nOdwYAWuZwCkFsv2BDYDZsZszyRjzLe4E9auuJMuvOd4NaptCe7kPfq5DzFuiP4SY8zPfF6zXe0qKVhhjz3xzjPwnvMxY8x3wDxcUmG+32NTPC9LRtBvKZm2zv/heil+GrM80blTtIzHlojYdlLU8ldxcfwR4GZr7efeqkRtmbjtJGPMcFy8vsFve0gct/Ir35mpQv0DRtOSAS2LWl4GNOB1zY95zCW0zjKW4a547OPdXgacErX+AqJ6jnjLZuGT9cR1/bdEdd/DdS1eluB9BPUYGgFsiDspOAmXqY1chX+amIxu9PuIWtYb1+Nn66hlF3nbORnXfXFvXLZ5R59teIe2V51395av855nSsD72hnX9W9Pn3V+PYZOAF6MWXYFcLv3/3eJ6v6JG5Jhcb2aEj22I/BH7/7rgPdjPpN/4xqQnXG9nL4Elkat38t7jirgz7iuhx0SvSdv+cPA0d7/b0c9horujyKPRVHrK3BJ4L9FLdsPdxV+Z9wVwb8BzbT0gLkbeBAXy7b1fsff+zx3mx5D3vt4B9jYu93qCjOuW/gCWmLR7bT0jDzWW3aLt1074xo1+yd6z7hGzKcxy34CPOOz3fvjukBvH7vOW38HrsESfVX9EFx39XXe30+i1p3m7Ut9cA3rR7z3sZu3fq23b2yP6+04E7jH53X9egzFjYP6K44/iiQeefc7BZeQ2NRnXTlu+MLFQIXP+q64K8Jjo5YlG4/2xLWLNohaFtjuoqUH0HzcieimwFzgCu9+ceNkzHNOwZ1gdYpaNtJ7XBfgQtwJXpXPY58mKo6SWiy7Ba/N5LPOAEO8bYv0kLqEmJ4XwD2R18cN59jS+552xyXwJkTdN2G7Sn/h+gt77CHOeUbM/SpwF6LOiVrW7vOymPV+PYYCf0skaOvgEiCv4Hpa9aF1j6G4504xy7MSW7z1bdpJUes64xKDJ0UtS3ROF9hO8j7D+cCu3u1naN1jKG7cKoQ/9RgKYK2djTuYXA98blzRzY1wB+TOuB94rC1xvWUiz9EMfIjrIhvxYdT/ewNHGlf8apV3FWoP3IE/1rfev9GFQjfCJXRSZq2dZ639xlr7vbX2Dlwj40dRr7VRzEP8XusE4N/W2vejljUAjbgExVpr7bO4GjsHRD/QGLMHrm7HA1HLuuN+vL/FfcY9gTHGmJ/HPHZbXN2NX1lrn0/yLSd6T7HrI///JonH/gaXje7pbfcUYLYxpou3/jhcPYEPcVn1u3HBGQBr7XPeZ7UK+JV33x0TvSFjzCG4RtSMRPeV8Cr2WARgjCnDdRNeC5wZtd1P4YZczMQdiJd5rxP5/fwSF3PexiVJp0etS+Ra4LfW2q8CtuefuJO8rrjPuhtwlXeXBu/f31prG6zrcXQvLTE0nqTiqzFmV9zV8yNs66tmkfXTcD0CjrJei8MYs4O3HSfiGjcDgPONMWO9h92K+4yewV09m+Mtj3xmDcBt1tq3rLXf4q4EJvOeIHEclCJQLPHIGFODqx1xkLX2f7HrrbVN1tp/A1vh6hLFrl+NuyJ8pzFmM29xsvHoJGCm9xuLfh9BcSESb/5krf3E294/4P02k4iTkfd8Ji42jLXWfh/1XuZ6cWyNtfZK3BCaPWMe2wuXpLozyW2OfmwXXH3IO/BhnYXe+5ySzHNba1+31n7sfU//wZ3IHRH1nO1qV0nhKoLYE+88Yz1rbaO19h/AAcaYcQGPDXotv/OyuBL8lgLbOl476S+4c7F1Pk+dbHzIWmzxaydFs9Z+Z62dDkyK6imZqC0Tr530c1xPxxf9tidR3CoESgzFYa29zlo7FJfh2x6oxV2V+Q43vjPWx7igAqzvstsTl9Vd/7RR//8Ql5muivrraq2d6rMtK3GZxUFRiweR/FCqRCwt3Y+XRL+OcRXTO+Ey9dFiu0KD6+rr99yxTgIejGkYbQM0WWvvtNaus9Z+RMzJljd06inc+M67Er6rFkuAbUzU7D60/vxavWfv/59Za79I4rGDgRnW2o+87b4ddxLZH8Ba+4G19mBrbQ9r7QjcQey/cbY1+ruIZ19gmNe981PgaOAsY8zDSTxWQqSYY5G3bbfgunAfbq1tjHm9662121lrN8ed+HTAXf3FWvultfY4a+0PrLUDcMe0eL+taPsC06J+PwAvGDfzRXegF/BnL3n+Ba6wbCQWReJc9GfoF+f8vAV0MMZsF7Ws1ednjBmC681zirX26dgnMMZMwV1RPMBa+3XUqp2At6y1s6y1zdbapbhu8QeBaxRbay+11vax1m7lvWY9LfvFq+18T5AgDkrxCHs8MsYcCNwEHGKtXRz3zbp44/eewMWbLngnmcnEI29Yg9+JTGC7y3uPHxHntxkvTnrPdwquHuG+XtsqHr82yAnAXGvte1HLEsYyz2G4ntLPJHjd6M96CbCzt69E7Ozz3PG2OZX1EgIhjz3xzjP8xP4e2ntelqro30q8ts5GuB5DM7w21Eve8o+MmzEx0blTRFZiS5x2kp8K3DkoJG7LxGsn7QscFtWu3B34vTHmzwGvW3hxyRZAt6VC/MNlC0fgdpauuKvHU7x11+O6vUW6g+2G+4H2A1bjdowK3NjU92iZRWEZUQX+cMHpU1yl+nJcZnIfYKuAbZqKmz2nG67I8ycEV7833vP1x+vqSMtMG1Xea3bGBZ7jvO3e3ls/AFfYbU/vvd9N2y69u3uP2TBmeQVueMYl3nOPxGV4d4i6TyWuONzomMduhLtSdSyuQfUDXEX7//PWV+OuCJwX8J7LvPd0EO4KQefIZ++tfxE3DrkzLpisomVmsQO976K/9/nMpvVsAfEeeyluaMXm3jac4H02Vd76HXFdyzsCx+MOYj2iPuvB3ve/Aa4Xw1K8ruvx3pP3nD+I+puBK8zXPd+/H/1l7o8ijkXe+hu839cGPo/tjEt2GFyi5hlaF2/si5sRotz7jfyPqFkrvPfeGdfz5nLv/+Xeus1ifj8W10U9UrDyPdyJVAdcTHiI1sUfn8MN2ejk/cY/x510JfOe78X1JuiKi5FfRbbbe7+f4Q0R9flMLsT1SPiBz7q+uCtto71t6IuLxxO99d29Zcbbttci67z1p+C6TW+DO+G9j9aF8jt672Uurlt3Z7wu/SSIg/orjj/CH49G4+qS7OWzbjPgGNyxuNx7/dW0zIy6P27IUzmuvXId7sQzMhth3Hjk3edY7/2amOVx2124ntQvedvYDVfE9TJvXaI4eZz3efoN6e+Fi0GR33YtbqjIJjH3W0rUkJuo5YGxLOo+T+J6HEQvK8PNntjN2+7h3vf2S299ZFayX3n70Jm0npXs0JjH1uMNByFBu0p/4fwj/LEn8DzDe+xBuPOjCty5wlpgl6h9ul3nZd66Tt57+Qg3gqMzLUPjA39L3nrfto53/+g21A9x7Z3qqM838Nwp6vkzGlu85fHaSbvieoF19D7vC3DnqVt66xOd0wW2k7zvNfoz+Q9ugoONk/msC+Ev7xtQqH/eTv8qrpH9P9zY5g28dZW4A029t6M+R8vJxGG4Kde/wgWL6JOUZcTM/IALcs/iMp4rcFd3e3nrLgL+EXXfTrihAF/jThyix5/28rY18tg+3g80+m+Zt64HroHxjfcjfZG2tTGOxc0AsRrXJbp7zPq/ETMON2rdAFxCZ7X3WRwWs34C7gDvN95ztLdtX+EC6E20zJhzqfc+vo3+i3rsPj7v+Zmo9X1wDaYGXCCK/S7O8T7Xr3G9Azol81hcwLsed0D4GniZ1uOIz/K+29W4YDMs5v0u9dZ9DtQB2yX7nmK2/3ZUY6jo/ijuWNTbu/1dzO/6OG99lffeV+PiwZV4iR1vfWRa0TW4ce5jYt7T7T6vfXLA52xpXWNoMO43v9L73O8DNo9aX41rmH6La2j+NGpd4Hv21nf3fuurcXH22Kh1t+Hqg0R/HktitvP7mPUXxXwmr9EylOQqWpI32+PizRpcDD7H53OY4n3/K3DD+7pFrXvG533t462LGwf1Vxx/hD8ezcHVjYj+/fzDW9fDe81VtMx6FF2j60hcQepvo7Zp56j1ceORd59ZBMxoQ5x2F+5k8S/etn2KS0pFElJVxI+T7+OG+Ee/5xu8dQOiHvsF7uR6WMx27UbwCWdgLPPWV3uf97YxyyPDdb/0tuct73uNrpc2BFfnrQEXT4ZErZvube+33nfyy6h1cdtV+gvnHyGPPd4y3/MMXMJlHi3nZS/R9twpnfOyZbQ9dvfx1gX+lrz1gW2dmPv1IarGUNSyZwg+78p4bPHWBbaTcLVvF3mf9Zfed71X1GMTtmWI006Kud8ztK4xFPezLoS/SLZQRERERERERERKjGoMiYiIiIiIiIiUKCWGRERERERERERKlBJDIiIiIiIiIiIlSokhEREREREREZESpcSQiIiIiIiIiEiJ6pDvDYi26aab2j59+uR7M0QkTQsWLPiftbZHvrejvRSLRIqDYpGIFIKwxyJQPBIpBvFiUUElhvr06cP8+fPzvRkikiZjzAf53oZ0KBaJFAfFIhEpBGGPRaB4JFIM4sUiDSUTERERERERESlRSgyJiIiIiIiIiJQoJYZEREREREREREqUEkMiIiIiIiIiIiVKiSERERERERERkRKlxJCIiIiIiIiISIlSYkhEREREREREpER1yMSTGGOWAd8ATcA6a+0wY0x3YAbQB1gGHGWtXZmJ1xMRCaJ4JCKFQLFIRAqBYpGIJCMjiSHPKGvt/6JuTwKettZONcZM8m5fkO6L7P+HZ3j789WB6w1w3K69uLxmIAB1C+uZNmsp9asaKDeGJmvX/1tdVUntmH4Abe4TWVczpDrdTRaR3Mt6POoz6fE2y5ZNHZvOU2bVxXWLmT7vw/UxcMKInuvjpJSmyPHx41UNbJnBY14qz5utbSggWY9F8T7DZD/fuoX1TH5kCasaGgHo1qWCSw8ZEPhdZCqelMD3X9BGXPEvPvtm7frbm2/YkXm/3j/w/rFt8O0268q/ztknm5somZOT87SwtY1EwmznS//J1983rb+9UadyXp1yYLufL5tDyQ4F7vD+fwdQk+4TJkoKAVjg7heXc3HdYuoW1nPhg4upX9UAQJO1rf6tX9VA7f2LqH1gUZv71K9q4MIH3XOISOhlNB75NXziLc+3i+sWc/eLy1vFwEiclNIUfXy0ZO6Yl8rzZmsbClxGY1G8zzDZz7duYT219y9anxQCWLmmkdoHFvl+F5mKJyX6/ReM2KQQwGffrGXEFf/yvb9fG/ztz1ez/x+eydYmSnZl/DwtbG0jkTCLTQoBfP19Eztf+s92P2emEkMWeNIYs8AYM9Fbtrm19hPv/58Cm6f7IomSQtGmz/uQabOW0tDYFPd+jc2Wxibru66hsYlps5amtI0iknc5iUdhMn3ehyktl+Lnd3zMxDEvlefN1jYUkKzHonifYbKf77RZS2lsbtsOamyyvt9FpuJJCXz/BS02KZRoeVAbPJW2ueSN2kUiRSY2KZRoeTIyNZRsD2ttvTFmM+Bfxpg3o1daa60xxjf74gWoiQC9evXK0Oa4K1gfe72A0pGJ5xCRnGpXPMpWLCoEkSv7yS6X4hd0bEv3mJfK82ZrGwpI1mNRez7D2HWp3BcyF09K4PsXKRQFd54mIoUnIz2GrLX13r+fAw8Bw4HPjDFbAHj/fh7w2ButtcOstcN69OiRic0BoNwYtqyqTPt5MvEcIpI77Y1H2YpFhaDcmJSWS/ELOrale8xL5XmztQ2FIhexKN5nmOznG+/z9luXqXhS7N+/SKEoxPM0ESk8aSeGjDFdjTEbRv4PHAC8BjwCnOTd7STg4XRfa7vNuiZ93wkjelI7ph+VFeVx71dRZqgo92/MVFaUry9OLSKFL5fxKEwmjOiZ0nIpfn7Hx0wc81J53mxtQyHIVSyK9xkm+/nWjulHRVnbdlBFufH9LjIVT4r5+w+DzTfsmNLyoDZ4Km1zyT21i0SK00ad/HMcQcuTkYkeQ5sD/zbGLAL+Czxurf0nMBXY3xjzNrCfdzst/zpnn8ADVoQBjvdmJasZUs2V4wdS7V19ilzNivxbXVXJtCMHMe2IQW3uU11VyZXjB2p2DJFwyUk8Cppho1Bn3ri8ZiDH79qrVQw8Pmr2Rik90cdHQ+aOeak8b7a2oUDkJBbF+wyT/XxrhlQz7chBVFVWrF/WrUsF044Y5PtdZCqeFPn3X/Dm/Xr/Nm3qeLOS/eucfdokgTQrWSjk7DwtbG0jkTB7dcqBbZJA6c5KZmwB1ZgYNmyYnT9/fuD6yAwWQQWlq6sqmTtpdLY2T0SSZIxZYK0dlu/taK9EsSiMNC20lCLFouxQPBFJTdhjESQXjxQbRApbvFiUqeLTOZFoljEVLBQRaSs2qR6ZFhpQg01EUqJ4IiJ+FBtEwi1T09XnRKLEjwoWioi0pWmhpVDVLaxn5NTZbD3pcUZOnU3dwvp8b1LJSva7UDwRET+KDSLhFqoeQ1tWVVIfJzmkgoUikith6i6taaGlEOnqcuFI5bvIZDwJUxwVkfiCztHinbuJSOEIVY+h2jH9CJoMtaqyQo0JEcmJyElU/aoGLC0nUYXa20HTQksh0tXlwpHKd5GpeBK2OCoi8ZmAk7Sg5SJSWEKVGKoZUs1xu/ZqkxyqrChn8rgBedkmESk9YTuh1bTQUojUk61wpPJdZCqehC2Oikh8QfMZFdA8RyISR6gSQ+CmSb3m6MGa3lRE8iZsJ7SaFloKkXqyFY5UvotMxZOwxVEREZFiFqoaQyIihSCo3lkhn9DWDKlWIkgKSu2Yfq3q2oB6suVLqt9FJuJJGOOoiATr1qWClWsafZeLSOELXY8hjUkXkXzT0CyR9KknW+HIx3ehOCpSXC49ZAAV5a0LflSUGy49ROU+RMIgdD2G4o1JV2NSRHIhEms0m45IetSTrXDk+rtQHBUpLvpNi4Rb6BJDQVMeaky6iOSSTmhFRNKjOCpSXPSbFgmvUA0lq1tYHzhdvcaki4iIiIiIiIikJlQ9hqbNWorfjIcGNCZdRHKqbmG9ukuLiKRBcVSkuOg3LRJeoUoMBQ0js6CgIyI5EymCH6l3FimCD4pFIiLJUBwVKS76TYuEW6iGkpUb/4FkZUHjy0REsiBeEXwREUlMcVSkuOg3LRJuoUoMNVm/gWTQbNF09SKSM0HF7lUEX0QkOYqjIsVFv2mRcAvVULLqqsrA4WSarl5EcmXLgFhUyEXwNe5fRNojW7EjjHFURILpNy2SW5k+Poeqx1C8AtPKRotIrtSO6UdlRXmrZZUV5QVbBD8y7r9+VQOWlnH/6mkpIvFkM3aELY6KSHz6TYvkTjaOz6FKDNUMqaaywn+TlY0WkVypGVLNleMHUl1VicH1Zrxy/MCC7YGjcf8i0h7ZjB1hi6MiEp9+0yK5k43jc6iGktUtrGdtU9s6QxVlRtloEcmpmiHVoWnsaNy/iLRHtmNHmOKoiIhIocjG8TlUPYamPLqEpua2iaF1PstERMSp6lKR0nIREVDsEJHkadi6SO4EjZZKZxRVqBJDK9c0+i63QO0DixR4RER8BEzoGLhcRAQUO0QkeRq2LpI72ajpFarEUDyNTZYpjy7J92aIiBScrxr8k+pBy0VEQLFDRJKnYesiuZONml6hqjFUVVnBqjiNkaAeRSIimRam6d81hayItEe2Y0eY4qiIxKe2hkhuZbpOX6h6DE0eNyBcGywiRSls4+g1hayItEc2Y0fY4qiIxDdqhx4pLReRwhKqPEvNkGoqO5YHrq+qVDFEEcm+sI2j1xSyItIe2YwdYYujIhLfnDdXpLRcRApLqIaS1S2sZ/XapsD1k8cNyOHWiEipCuM4ek0LLSLtka3YEcY4KiLB9JsWCbdQJYbiXUXqUlGmkx4RyQmNoxcJproxxSuT363iqEhx0W9aJNxCNZQsXsa5sclqXLqI5IRq9oj4U92Y4pXp71ZxVKS4qMaQSLiFKjEUL+Pc2Kzp6kUkN2qGVHP40GrKjQGg3BgOH6qhWiKqGxN+dQvrGTl1NltPepyRU2evT/xk+rtV7TOR4qIaQyLhFqqhZLVj+nHhg4vbNEwiVq5ppG5hvRoVIpJVdQvrmbmgniZrAWiylpkL6hnWu3vBxh8N75FcUI2JcIv0Coq0syK9giD4O6xf1dDutpdqn4kUD79hZPGWi0hhCVWPocjVpchVej+6Kiki2Ra2XhEa3iO5EtSzVzUmwiFebIv3HSqeiEjQ2VnwWZuIFJJQJYbAJYd+f9SgwPW6Kiki2Ra2XhFhS2RJeKluTLjFi21+322E4omI2BSXi0hhyVhiyBhTboxZaIx5zLu9tTFmnjHmHWPMDGNMx0y9Vs2QaqoqK3zX6aqkiGRb2HpFhC2RJeGlujHhFi+2Rb7bIIonIiIi4ZXJHkO/At6Iun0VcI21dltgJXBqBl+LyeMG6KqkiORF2HpFVHXxT6R36VjuW2RWJB01Q6qZO2k0708dy9xJo5UUCpFEsa1mSDXdAuJJUJyJFVTcWkTCrWtH/x6FQctFpLBkpPi0MWYrYCxwBXCOMcYAo4FjvbvcAUwG/prua0UXUK3qUkGnDmV81dCoYqoikjOROBOWYs42oB/36rVNrF7rrvJHF5kt1PchItmVTGwLiidBy6PFK26tuCMSbjYgCAQtF5HCkqlZya4Fzgc29G5vAqyy1q7zbn8EpH3Ej21QrFzTSGVFOdccPVgNChHJqTDNpvNVQ2NS94vUCQnL+xKRzEsU24LiSTJxJl69M8UdkXBb09ic0nIRKSxpDyUzxhwMfG6tXdDOx080xsw3xsxfsWJF3PuqgKqISOpSqX2kOiGlTcN8SkM633M6NdZU70xERKQwZaLG0EhgnDFmGXAvbgjZH4EqY0ykR9JWgG+rw1p7o7V2mLV2WI8ePeK+kBoUIiKp86sbEjR9bKEW0Jbsi/TKrV/VgKVlmI+SQ8Ul3e85nRprYSvcLyLJ61Lhf1oZtFxECkvav1Rr7YXW2q2stX2AY4DZ1trjgDnAEd7dTgIeTve11KAQEUmd30xRx+3aK1QFtCX71Cu3NKT7Pacz81zYCveLSPI6dvAvMh20XEQKS6ZqDPm5ALjXGHM5sBC4Jd0nrB3Tr1WNIXBXvUftEL+nkYhIqfOrGzKsd/fQFNCW7FOv3NKQie+5vTXWwla4X0SSl079MRHJv4wmhqy1zwDPeP9/DxieyeevGVLN/A++5J4XlxOpb2+BmQvqGda7uxoWIpIz0TMkhvXkJkwFtCX7tqyqpN4nOaBeucUl399zdNyJxNGzZ7wS2jgqIk6+Y4uIpCd0gz7nvLmC2EkP1dVdRHJJtVikGGmYT2kolO9ZcVSkuASN4NDIDpFwCF1iyC8TDerqLiK5o1osUozSqR0j4VEo37PiaPho1kKJZ86b/rNLBy0XkcKSzRpDGVe3sB4DbXoMgbopikjuBCWog5aLhIWGF5aGQvieVdMqXCI9vCLJvEgPLyDv+5IUBrWNRMItVD2Gps1a6psUAnVTFJHcKTf+k70HLRcRkdY002y4qIeXJKK2kUi4hSoxFC/jrG6KIpIrTdY/RR20XEREWiuUWkeSHPXwkkTUNhIJt1AlhsriJJx1YBKRXKkOuKIdtFxERForlFpHkhz18JJE1DYSCbdQJYaa4yScdWASkVzRlW4RkfTVDKlm7qTRvD91LHMnjVZSqIDpuCeJaB8RCbdQJYbiUY0hEQEwxpQbYxYaYx7zbm9tjJlnjHnHGDPDGNMx3dfQlW4RSSQXsUgkV3TcCze1jUQkkVDNShbPzAX1DOvdXcFHRH4FvAFs5N2+CrjGWnuvMeYG4FTgr+m+SCHM6iMiBS0nsUgkV3TcCzW1jUQkrqLpMaSZEUTEGLMVMBa42bttgNHAA95d7gBqMvFadQvrGTl1NltPepyRU2dTt7A+E08rIkUgl7EoExTPRIqX2kYikoyi6TEE8WctE5GScC1wPrChd3sTYJW1dp13+yMg7UtZdQvrufDBxeun7q1f1cCFDy4G0JUyEYEcxaJMUDwTKXrXoraRiCRQND2GAMpNnGnLRKSoGWMOBj631i5o5+MnGmPmG2Pmr1ixIu59p81aur7hE6FeiyICuY1FmaB4JlK81DYSkWQVVWKoycaZtkxEit1IYJwxZhlwL66b9B+BKmNMpHfkVoBvv2Zr7Y3W2mHW2mE9esQvZv9xQO/EoOUiUlJyFosyQfFMpKipbSQiSSmqxFC1pqwXKVnW2guttVtZa/sAxwCzrbXHAXOAI7y7nQQ8nO5rbRkQa4KWi0jpyGUsygTFM5HipbaRiCSrqBJDtWP65XsTRKTwXACcY4x5Bzeu/pZ0n7B2TD8qK8pbLausKFcMEpF4Mh6LMkHxTKQkqW0kIq0UVfFpFTYTEQBr7TPAM97/3wOGZ/L5I7Fm2qylfLyqgS2rKqkd008xSERayXYsygTFM5HSoLaRiMRTNIkhFZ4WERERSV3NkOr1J291C+uZNmspZ894RSd2IiIiJaJoEkMTRvTM9yaISInQlKwiUowU20SkvRQ/RMKtaGoMDevdPd+bICIlQlOyikgxUmwTkfZS/BAJt1Alho7ftVfgugsfXEzdQt+ZFkVEMkpTsopIMVJsE5H2UvwQCbdQJYbiUUZaRHJFU7KKSDGpW1jPyKmzsQHrFdtEJBG1jUTCLVSJobtfXB53vTLSIpILo3bokdJyEZFCFakLUh/QhtJ00yKSDLWNRMKtaIpPgzLSIpIbc95ckdJyEZFC5VcXJKI6y7OSRWZA09TWIuGntpFIuBVNYkhXtEQkV4KurActFxEpVEG9rQ0wd9LorL2uZjASKS5qG4mEW9Ekhq4cP1ANCRHJiXJjaLJtq3GUG5OHrRFpH/XWEHC9rf1O3NLphZ3MvhVvBiPthyLho7aRSLiFqsZQPGpEiEiu+DV84i0XKTTRdWUsLb01NLtn6cl0XZBk9y3NYCRSXNQ2Egm3okkMiYjkStDVL10Vy5/IrEpbT3qckVNnK8GRQLzeGlJakqkLksrvK9l9SzMYiYiIFI6iSQzpJEBEckVXxQqLer+kTr01JCLRvpDq7yvZfat2TD8qK8pbLVO9SBERkfwomsTQ+Q8syvcmiEiJqA64oh20vBAUc48a9X5JnXprSESifSHo93XufYt840my+1bNkGquHD+Q6qpKDC5+ql6kiIhIfhRNYmhtk67Ui0huhO1Kd7H3qFHvl9SFbR+W7Em0LwT9jpqs9Y0nqexbNUOqmTtpNO9PHcvcSaOVFBIREcmTokkMgYaTiUhu1AypZpdeG7datkuvjQv2pKbYe9RsXFmR0nJRbw1p6UV49oxXAEuZVyKt3BgOH1q9fl9I5ncUHU+0b4mUpqAyiyq/KBIORTNdPcDkR5ao4SEiWXdx3WLmvvtlq2Vz3/2Si+sWc3nNwDxtVbB89ajJ1XToaoy2T82Qah0zS1Tdwnpq719EY7Prbd3Q2Lx+XZO1zFxQz7De3akZUp307yg6nmjfEik9QWUWVX5RJBzS7jFkjOlsjPmvMWaRMWaJMWaKt3xrY8w8Y8w7xpgZxpiO6W9ufKsaGrP9EiIiTJ/3YUrL862qi/8V/6DlmZDL4Wur1vjH/qDlIqVu8iNL1ieF/ET3AEr2d5TNeCIiIiLZlYmhZN8Do621g4DBwIHGmF2Bq4BrrLXbAiuBUzPwWiIieRe2WcnycRUvl8PXVEhZJDXJXEiL9ABK9ndUoOFPREREkpB2Ysg633o3K7w/C4wGHvCW3wHUpPtaiXTq0PbtFPNMPCKSH+UBYyuClufbVwEngUHLMyGXw9dUSFkk8yIJIb/fl59sxhMRERHJrozUGDLGlAMLgG2B64F3gVXW2nXeXT4Csj7YfO265la3I0MZIletI0MZAI19F5F2mzCiJ3e/uNx3eSHasqqSep+ETDZ71OTyNSPxPBf1jCSxXNWWksSCvotuXSpYGWeIWGxitXNF2fq2lMFd/YulHnoipS0oNhTmJTMRiZWRxJC1tgkYbIypAh4Cdkj2scaYicBEgF69eqW3HTG34w1lUCNVRNorUmB6+rwPabKWcmOYMKJnQRaeBhi1Qw/fRNaoHXpk7TVrx/RrlZiH7PbiUbHbwqALMoUj3ndx6SEDqH1gEY1NbU/jqqMSSHUL69vcr6zMUAatahRl+ret5KJI+Gy7WVfe/ny173IRybxMHyszOiuZtXaVMWYOsBtQZYzp4PUa2grwHcNlrb0RuBFg2LBhaY1Qjx3Gka+ZeESk+F1eM7BgE0GxHnrZfwjtQy/XZ+09qBdPadIFmcIR77uYO2n0+vvE+31OeXRJm+RRU7Olc8dyNuvSMSu/bSUXRcLpnRVtk0LxlotI+2XjWJl2YsgY0wNo9JJClcD+uMLTc4AjgHuBk4CH032tRGKHceRj+ISISKFZvbYppeWZkstePOph4OT7c0j1gkzK2/vtt/DVV1Bdet9tqoI+8/pVDdQtrI/7+4x8L0HDzVavbWLJb0dnbFujKbkoEk6arl4kd7JxrMzErGRbAHOMMa8CLwH/stY+BlwAnGOMeQfYBLglA68VqGO5aXPlWwVJRSRbVNi+cESumtSvasDSctWk1L6TVD+HbOzDqcwQl/T2NjXB00/DSSfBD34A552X9naWgngXwWofWBR3v4h8L/Fk6/cVL6ElIiIi2RkZlYlZyV611g6x1u5srd3JWvtbb/l71trh1tptrbVHWmu/T/e14lnrM06+Zkg1V44fSHVVJQY3bv7K8QN1xUlE0hK2RERQ4cdiKQgZ76pJKUnlc8jWPpzKBZmE2/v663DhhdCnD+y3Hzz8MBx7LPziF2ltY6mIN5tYY5NlyqNLfNf5fS9B98uGoISWIXvJKBERkTBJ5UJcsjLRY6gglAWc4dQMqWbupNG8P3UscyeNVlJIRNIWtkTEcbv6F/YPWh42qifnpPI5ZGsfTuWCjN92dV/zFQc8NQN++EMYMACmTYNBg+Dee+GTT+DGG2H33dPaxlIR+S6CBA0TS/Z3k63fV+2Yfr5Ja0v2klEiIiJhko2RURktPp1PzVkev5rvug0iUjjClogI2yxqqVI9OSeVzyGb+3CytaUi29txXSP7vjOP8Utms897C6hoboLBg+Gaa2DCBNh887S3qVTVDKnmrBmvpPSYoP3I737ZEG+bCzXGioiI5FI2JnkpmsRQNmmGDBGJFsZERJhmUUtV7Zh+rWI0lGY9uVQ+h7zvw9Zy5Q++4eP7b+TA15+j6rtv+WyD7tw5vIatzz6d0Uftl5vtKAFVlRWsamjbO6iqssL3/n77Uaxs/76q871/ioiIFLhMT/JS9ImhTPT0SdTlXj2JREpLGBMRxdzrMRtXTcIolc8hb/vwe+/B3XfDnXey17vvsq5zJU/tMJK/b78X7w/alXMP6s/oEvvesm3yuAHU3r+Ixqiu1RVlhsnjBvje328/GrVDD+a8uaLV7WmzlnL2jFey8nsLY4wVKXXH79qLu19c7rtcRApfUSWGItOvRt/ORE+feDNkqCeRSOkJWyKiFHo9ZvqqSVgl+znkdB/+6iu4/3648054/nkwBkaNgosvpsPhh3PghhtyYOZfVTzt+a4TTWWf7XgSthgrIjCsd3em//dDmqKS0OVlhmG9u+dxq0QkWUWVGJry6JJWjYZ4PX1SaVwEdbkvNyYjzy8ikk2ZioWpKuZeSsUgq8m0devgySddMqiuDr7/Hvr1g//7PzjuOOilK8i55PddX1y3uF11x3IVT5TsFQmXabOWtkoKATQ1W50XiYREqBJDXTuWs3pt8Jj3lWsaW/UaylRxzaAuzUHj71UcUaS41S2sbzU0o35VA7X3LwIKswdOPoplZ6JXgRJL2ZXxz9daeOUVuOsu+Pvf4bPPYJNN4LTT4KSTYNgw11tIci72u+6zSSVz3/1y/foma9cPARnWu3vc/SIb8US/dZHwCypan0wxexFJXaaPnaFKDMVLCkVEZ6UzVVwzqEvztFlLVRxRpARNfmRJq3odAI3NlsmPLCmIk5nYA0VVlwrfqamzGauCehWce19yCbSwJd/CJqPDgT7+GO65x/UOeu016NgRDj7YJYMOPNDdlry5uG4x97y4nEjEql/VEHiids+85cxcUB93v8hU2yoSp2KfS791ERGR+LLRTi7L2NYViOgrVrVj+lFZUd5qfXuLF9YMqWbupNG8P3UscyeNpmZIdUafX0TCw2+Gn3jLcylywl+/qgGLO1B8+906Kspb99TIdqwK6j3QZC0XPriYuoX1cR8fL/km6Us0qUJCq1e7ZNCYMdCzJ5x/PmywAVx/PXzyCcycCePGJUwK1S2sZ+TU2Ww96XFGTp2dcL+Q1NQtrG+VFErEWhLuF5lo+0THKT/6rYuIiATLRjs5VD2GkhF9xSrbxQtVHFFECo3fCX9js6WqsoKunTrkLFYF9SoAd6J51oxXmDZraeB2FHLyrRi0azhQczM8+6zrGfTAA/Dtt9C7N/z613D88bD99iltQykURc+3abOWJp0Uiid6v8hE28cvTsXSb11ERMRfNtrJRZUY8rtile3ihSqOKFJ6ugUMzerWpSIPW9Na0In9Vw2NvHLpATnbDr/abLGUCMiflIYDvfmmSwbdfTd8+CFsuCEcfTSceCLssQeUta/zcb6KopeSTNURi90v0m37qBajiIhIYSmqoWRXjh+oxqSIZN3YnbdIaXkuBdX5yHXts5oh1Vw5fiDlCYoNBw1fCkqyFULyrRgkHA70xRduWNjw4bDjjnDVVTBgAEyf7opK33wz7LVXu5NCkJ+i6KUm0e8+0e8TsjPsNJl4pN+6iIiIv2y0k0OVGBrZt3vguuqqSiWFRCQn5ry5IqXluVRItc9qhlTz+6MGtdmeWH6JgEJOvhWDSOKuuqoSgzuGXnXw9tS8Pw9qamCLLeDMM2HtWrj6aqivh3/8A445Birjn9QnWzeoUJKYxSzR7/7dK39EdYLPu3NF5puKfnEqln7rIiIi/rLRTg7VULJ7frIb2174OOt8Bsx36VjWZiaeUTv0YM6bK/h4VQMbV1ZgDKxa06haQCKSlkLu6VBotc+ityeo5pBfIiDV5Jumu05dzZBqagZvCfPmuaFiB90LK1fCD34Av/ylGyq2884pPWcqdYP8hhtqAofMqhlSza8fWuw7q2vkqmKiuLVyTSO1Dyxi8iNL+KohM22oZOJCISTaRUREClE2LlKHKjF0cd1i36QQwNufr24zZdvdLy5fvz66EJPqWohIOjI1XXO2FFrts8j2xCYNIDgREHSy6LdcRYzbYdkyVzPorrvgrbegc2c47DCXDNpvP+jQvuZBKnWDCi2JWayuOGwgtQ8sorGppQFVUW649JABQPxC8RGNTXZ9OypTv69IXOgz6XHf9Ym2SUREpFRl4yJ1qBJD0YkeP7FTtsWjApci0l61Y/pxzoxXaI5aVkbiYRulLpVEQLkxNNm2Md2vJoqKGCfp66/dbGJ33ulmFwPYe2+YNAkOPxw22ijtl0i1oZJKElO9wlIX+cwam+z631R1zGeXTKH4WJn6fV1ctzhwXTL1j0REREpRNi5ShyoxlGmFMOxDRMJn/gdftkoKATR7y3WiGl+yiQC/pFDQ8kIe2pd369bBv/7lkkF1dfDdd25a+csugxNOcNPNZ1C2etOpV1jqYj+zJmvX99CL/sxiE7ZlAUnZWOn+vi6uWxz3gl8y2yAiIlKKsjEcP1TFpzOtUIZ9iEi4BJ3MJOrVKMkLKojrt1xFjH28+iqcdx707Ak/+hE8+SSccgq88IKbfv7iizOeFILsFT+P1ytM/KXymdUMqWbupNG8P3VsUgXjIf3fV6J4magotoiISKnym0Qk3Rnaw9ljyFo6NDexrrz9m19RbjTsQ0SkQKVyJSSbRYxTGb6U96FOn3wCf/+76x306qtQUQFjx7qeQWPHQqdOWd+EbNUNUq+w1KXzmXXqULb+99S1Yzlr1zW3Ga6/Zu066hbWZ2UfVxFyERGR+DJdUzSUiaHjXvkHxyyaxTljz+HtHsFXPEf27c6yLxr8Cxiqh7KIlJC8Jy1SlEqCIVvJiFSGL+VtqNOaNfDwwy4Z9OST0NwMw4fD9dfD0UfDJptk77UDZKP4eaEXfC9E7fnM/ArEN1s4enhPHlv0SauJPFauaeSsGa8w+ZElTB43IKPfebpXPUVERCQ1oUwMfb5Bd7b8egWP3XEW0/Y6gVuHHUpzWdtuz3Pf/ZLqqkq6dixvM1VrY7NVYVIRaReDf265UEulhrU+SyoJhmwkI1Ipap3TAtjNzfD88y4ZdP/98M03bsjYpEk8NWwMly5dx8fLG9jypkUFnwBMlqa2T117PrOg/fjxVz+ha6cOrRJDEasaGtsVT+LF0WLYZ0VERMIklDWG/rXdrow59Xqe3WYoF8+5lenTL6Lnqk9971u/qqFNUih6XXvVLaxn5NTZbD3pcUZOnU3dwvp2P5eIhMtxu/ZKaXm+qT5L+6QyFCcnQ53eegsuuQS22Qb22Qfuuw+OOAJmz4Zly6g74uf84uU11K9qwNKSACyG41M2xtIXu/Z8ZkH768o1jXHbTO2JJ2GLoyIiIsUslD2GAP7XtRsTD/s1h782m0uf+hv/vPVMLht9GvcOGgNJTnFqoF3j48N69V1EMuPymoEATJ/3IU3WTQM9YUTP9csLTdAJXTrJ8UKTjaFyqQzFydpQpy++gBkz4K674MUXoawM9t8frrgCDjsMunRZf9ec9lrKg2z0Cit2qX5mQftxMlJ9XNjiqIiISDELbWIIAGOYOXBfXug9kN898UemzvozB7z9IpMO/AWfb5i4roKFdjWYi73xLSKJXV4zMDQnMOUB00+XJ5lEL3TZStbnrQD22rXwxBNuqNhjj0FjI+y0E0ybBsceC1tu6fuwVHstha3ulLRfst917Zh+nDXjlXa9RnviSZjiqIiISDELd2LI8/FGm3HC0Zdx4suPM+mZ23ny1jO4ZP+f8Wj/vRM/th1XxjQ7ikhhMsZ0Bp4DOuHi2wPW2kuNMVsD9wKbAAuAE6y1a9N5rTCdVPslheItD5tsJetzWgDbWnjpJZcMuvde11Nos83gjDPgpJNg0KCEvWFT6bWUzZ6vYfptZEsuY1Eift917f2LmPLoElataWz1HdUMqWbyI0t8awkl0p54on1FJLsKKRaJSGErisQQgDVl3DH0EJ7behf+8Ngf+NOj0xjz9otcfMDPWFW5UeDj2tPNX7OjiBSs74HR1tpvjTEVwL+NMf8AzgGusdbea4y5ATgV+Gt7X6RuYT21DyyiscmdCNWvaqD2gUVAYQ4n7dalgpVr2p7odetSkYetybxsJuuzXgB7+XK4+26XEFq6FDp3hkMPdcmg/feHDskfplPptZStZJqGWq+Xk1iUDL/vurHZro8Jsd/R5HED2uxHyejase0kIPFoXxHJiYKJRSJS2EJZfDqe97tXc8Txv+N3e53IAW+9wJO3nMGod1/yvW97u/nXjulHZUXrBpBmRxHJP+t8692s8P4sMBp4wFt+B1CTzutMeXTJ+qRQRGOTZcqjS9J52qwJupBfJB2GApPyBZus/+YbuO02GDUKeveGX/8aNt8cbroJPv3U9Rg66KCUkkKQWrHhbCXTVOjcyVUsSkYy32n0dxS7HyU7RGz12qaUCp1rX8k/TaRS/AopFolIYSuaHkPRmsrK+ctuR/HMNsP4w2O/57YHpjB95wO4fPRprO7kCnV261LBpYcMaNdVqbSHDIhI1hhjynHdorcFrgfeBVZZa9d5d/kISOvH6tf7Jt7yfPsqYFjIqoZGRk6dHfo4NmqHHtz94nLf5QWjqQmeesoVkX7wQWhogG23hd/+Fo4/HrbeOiMvk2yvpWz1fNVQ6xa5iEXJSLagdP2qBrae9Pj6WDB30mgALq5b7Pv78pNMj7PI8LGgbSrFfSUf1GOrdBRKLBKRwlZ0PYaivb75Now76Vr+OuIIjlr8FP+87Rfs+9kbXHv0YBb+5gBqhlS3+2pJzZBq5k4azTVHDwbg7Bmv6GqLSAGw1jZZawcDWwHDgR2SeZwxZqIxZr4xZv6KFSuyuYk5F3Syb6Aopjaf86b/9xW0PKcWL4baWujZEw48EB5/3A0T+89/Wqafz1BSKBXZ6vkaut5bWVQoscjvuw7iFwtS+R0lSupEkhHxElWluK/kg3pslY72xiIo7raRiLRW1IkhgLUdKrhqn5M56tip2LIybrnjfGru/gN8912rBkp7TozSfbyIZI+1dhUwB9gNqDLGRHpIbgW0+ZFaa2+01g6z1g7r0aOAeppkgN+JocGdBEYL60lBwfVS+ewzuOYaGDIEdt4Zrr0WfvhDmDnTDRX7619ht90SFpPOplSGnaVCQ63bykks+v57uPFGWLOmzarY77qqsoKK8vj7XnQsSOV3VJWgbplfMiJaqe8ruVRwcVOyLtVY5D2maNtGItJaUQ4l87Ngq/4cePKfeP372fCHP8A//8kjo39BQ9eere4XVHzTb+YMTVsvUliMMT2ARmvtKmNMJbA/cBWuIXQEbgaOk4CH87eVuec3/DUMwziSnbGoICYEaGjgpT/eTuPtdzD8rZfoYJtZOWAQ3a67Do45BtJoUGdr5qZ2FctO4jlBQ61zHoueeAJ++lNXr+rMM91sdptuun517HedaDgXuItdI6fOZuPKiqRnKUtUtyxRfImtdSTZUxBxU7JO7SKR4pXp9mHJJIYAvu9USd0JF1Ezbhyccgp/+8uZ/Hm3o7l+t6NYV97yUcQ2XILGYQdd9SqkEyuRErMFcIc3nr4MuM9a+5gx5nXgXmPM5cBC4JZ8bmQ+xJ4Yjpw6u6BPClKpf5HKbFwZ1dwMc+fCnXfSeO8MfvjtN3y84ab8bcThPDhgNB9v0Ycr9xhITZpJobDVAclGwimEchuLamrg+efhd7+DyZPhqqvg1FPhnHN8hypGvp9Es4/Vr2qgotxQUWZobE5crT6onllEMvWOwrCPF4O8xU3JNbWLRIpQNtqHJZUYarLWfWDjB1Lz2mvMHn0kZ8/9O6PffYlzxp7Du5u63kOxJ0ZBPYPKjaHJ5/JYoZxYiZQaa+2rwBCf5e/hxtVnhDH+V8bzODIoZYV+UpBKj8yc91J5+21XRPruu+H996FrV/7VbyR3bb8383ruRHOZN5QqAz1I1TM1nHIVi9YzBvbYw/29/jpMmwZ/+xv85S9w1FFw/vluaGOUKY8uSWpK+sYm2yq2detSgbX49iJK1P7xizt+in0fz1YvwFSod19pyHksEpGcyEb7MO3EkDGmJ3AnsDmuZMWN1to/GmO6AzOAPsAy4Chr7cp0Xy9dDY1NnDXjFaZVVTLq0mt44u57ufSJP/PE7b/kd3ufxPTdDmtzYhTUA6jJ2jZ1OgrpxEpEsqMYpn8v9JOCVOtfZL2XysqVMGMG3HknvPCCOxHfd183q9hhh3HGZc+0qdkUb3uTlc06IIVwcipZ0L8/3HYbXH45/PGPcMMNcO+9sN9+LkG0337UvfJxSrMoRse27xqbOXxoNTMX1AcmloP2rei4k6jnULH2vq5bWE/t/YvW98CqX9VA7f2LgNz3kFLvPhGRcMpG+zATPYbWAedaa182xmwILDDG/As4GXjaWjvVGDMJmARckIHXy4j6VQ3c/eJyKnfcg9e22ZlJD13DJbNv5mdfvcamp01vdd94XZ8tLUVcq9WwFpEQyfZJQTqJh4Kof7F2Lfzzny4Z9Oij7vaAATB1qptivrrlvWRre7P1vGEcoiYpqq52Q8t+/WuXHLr2WjjgABgyhJf7/YjynsNpKktutrJoDY1NzHlzBVeOH+j7+060b0X+goazRhRr7+vJjyxpMyyvsdky+ZEl+u2JiEhSstE+THtWMmvtJ9bal73/fwO8AVQDhwJ3eHe7A6hJ97WyoaGxmY87bczqGQ/Abbex6duvw8CBcPPN6y+RJZrqNZIUmjtptA7qIiK0XBWPnrWx9v5FSc/amLfZrayF+fPhl790J9aHHgrPPQc//zksWOCmn7/gglZJoWxub7aeV1NVl5CNN3b77LJlrm3T0MBv772CZ26cyIkLHqVy7XcpP+XHqxqoGVLN3EmjeX/q2Fbtn2T3rXhtq2LufR1UyDvZAt8iIiKRY6ixzfT41g3KSvfYmdEaQ8aYPrhxrPOAza21n3irPsUNNStIDY1NTHvyLWomnQyjRsGPfww/+QnU1cFNNyXV9blYuzyLSOnJxBCjdK+K53yo24cfwj33uN5Bb7wBnTrBuHFwwglw4IFQEX8a7mxtb7aeV1NVl6BOnVxB6h//mIlHXspPX3yA3z71N86aO507dxnLnbsczJddNk7qqeJdkUy2nRTbtorUbcxX72sNrRQRkYK1bh28956rI/j669S8/jr7LFhE53ff5uuOXTjs4gcKZ1YyY8wGwEzgLGvt1yaqUqG11hpjfKtvGGMmAhMBevXqlanNSdn6hkzv3vDUU/CnP8GkSbDTTvDXv1Jz1FFxuz5vWVWpRoWIhF6mhhhl4qp41utffPstPPigSwbNnu16C40cCTfeCEceCVVVKT1dtrY3G89bEEP1JD/Kynhyu115crtdGfrR65w+byZnzZ3OT+c9yH0778fNPzyMD6t+EPjweFck6xbWt6m9GOG3bxVKjZtcDq3s1qXCt75Tty7xk8/ZoHariEiBWbsW3nnHXaRcsmR9IoilS926iF69qNpxR/jRAXTu35+5p4xKexacjCSGjDEVuKTQPdbaB73FnxljtrDWfmKM2QL43O+x1tobgRsBhg0blrfSreXRH2RZGfzqVzBmDJx0Ehx9NDz0EFx/feBMPqN26KF6DSISekU/C1ZTk0sC3XmnSwqtWQPbbAO/+Y3rHdS3b763MCdG7dCDu19c7rtcSseCrfrzk6360/d/HzLxvw8y4ZVZHL/wHzzRbyQ3jDicJT/YFnBtpGZrEyYPps1a6psUgsLet3IZ9y49ZAC1Dyyisanlk6ooN1x6yICMvk4iqjMmIpJH338Pb73VkviJJIHeftv1DorYemtX3/LAA92/O+7o/jbcMOOblIlZyQxwC/CGtfYPUaseAU4Cpnr/Ppzua2WT37Tz7LADzJ3rCo1OmQLPPkvNLbfA+J3bXGEp+pMpESkJmRpiVEhXxQF3wL3zTjfF/Mcfu7orxx/vkkEjR6Z9lSVs5ry5IqXlUlxif5/vbtqTC370K/6670kcP6+OoxY8wSFvPs+/ew/itt2P5JDzTqJml60SPm+8OOG3b2Wyx0o6z5XLoZWFMiOk2q0iIjnQ0ABvvtmSAIr8vfMONDe7+5SVuQuT/ftDTY37d8cdXS6ia9fAp850r89M9BgaCZwALDbGvOItuwiXELrPGHMq8AFwVAZeK2uqg7rPd+gAF18MY8fCiSfCj35EzcSJ1Pz+97DBBuvvdvaMV3wfrnoNIhImmRpiVBBXxT//HKZPh7vucoWjO3SAgw5yszMdcgh07py7bSkwqjFU2oJ+n2eduA+cuA9HPHwCo56t4ycLHuGW6RfD6/e7qe6POsr9jgLEm8U1dt/KZI+VdJ8r10MrC2EIXdD3FG+mOBERCfDtt274VyTxExkK9v776ye0okMH2G47V6rm6KNd8mfAANh++5TbpNno9Zl2Ysha+2/cjO1+9k33+XMhqQreQ4a4mWouuQSuvhr+9S+44w7Yc09A9RpEJLtyVQsiaLhsqrMc5O2q+HffwSOPuGTQP/7hho7tsgv88Y9wzDGw2WbZff2Q0DGrtCX6fbp/x7mu7vfcA9OmwXHHwUUXwbnnwimn+F7FrB3Tj7NnvJJUjaH29ljxi4Xp9n7JVNxLlmr7iIiE1FdftU4ARf4++KDlPh07umTPD3/oOpb07+8SQNtu69ZlQDZ6fWZ0VrIwSmn2i06d4He/czPVnHQS7L23ayBddllSjQo1BESkPXJZCyKTCZ2cXRW3Fv7zHzdUbMYMd9DecksXn0880R2MpZVcnwhL4Unq99mpk0sCnXwyPPaYawP98pcweTKccQb84hfQo6V2UM2QauZ/8CX3vLi8VXLIb99qT6+1oFgY2zhO5rmi5TKRHebaPmrHikjJ+PLLtsmf11+H+vqW+3Tq5Hr9jBwJp53m2pv9+7thYXF612ZCNnp+l3RiyABzJ42mbmE9Q3775Prx9lWVFUweNyD4YLfHHrBoEdTWut5D//gHNXfeCeMHBh4ww9wQEJH8ynUtiEIY5pCUd991NYPuusv9v0sXGD/eJe5HjYLy8nxvYcEqlDonEhJlZe6i2LhxrvbitGlw2WXu31NOgXPOWV+4/fKagQzr3T3hvtWeXmtBsTAy1X0qzxUrV3GvUGr7BH1m5QH11tSOFZGitGJF2wLQr78On33Wcp8uXVzCZ/TolgLQAwZAnz55a2tWBdTyrEqjlmdJJ4YiU8zHjrNf1dBI7f2LgDgHuw02gL/+FQ49FE49FUaMoOaSS6i58EKoaPuFFEpDQETCp1Trwfhene7TBe6/3/UOmjvXFY0ePdoN8z388Fa13yS+0CQApd2y0sNj5Ej39+ab7uLYTTdhb7iB2QP24o9DDuWLHXemdkw/5k4aHfdpasf0861zVDumX+B2B8W8JmuprCgPRQ+4QonnE0b09J2ZcMKInr73VztWRELLWvj0U/8eQP/7X8v9NtzQJYDGjm1J/vTvDz17ugskBcRv3qx4y5MRqsRQ147lrF7r3104EQNtujWP2qEH5963yPeKSWOz5dz74ieH6hbWM+2Vjqw+4vf87tmbOODSS11X6zvvdFXEoxRKQ0BEwifs9WDac3IafXW6Q9M6+s1/lk53Tqbp3f9SvvZ7d8C+8kpX96Sn/4mMSClLpYdHuxJIO+wAN9/MP4/6GR9OuYqj5z/OI4ufYW7vnbnt1aMgwUxm8z/4slVSCADrls9cUO+73UGxsLqqklE79GD6vA9pspZyYzh8aGEmPgslnl9eMxCg1Wc2YUTP9ctjqR0rIgXPWvjoI/8E0KpVLferqnIJn8MOc/9GZgHbaqvQzFK7qqFtb6F4y5MRqsTQ2nXtSwqBSwpVV1Wub/SM2qEHMxfU+09T72myNm4jan2Dq3JDJh54DjV9d+Wq2X+l05Ah7oTll79cn10slIaAiIRPturB5KJeRHuHH0z755ts8+FSDn9tNuPeeJZN13zFF5Ub8eDQH3HkdRfB0KGhOXiL5EOyPTzSHSJ02ctfUb/nSfxx+JFMeOWfnDq/jpunX8zbz9wGV/8WjjyyVU/quoX1TH5kiW/jtbHZrk9U+G13UCyMbdM1WcvMBfUM69294JJDhVTf6/KagYGJoFhqx4pIwWhudsWeoxM/kYLQ33zTcr9NN3W9fo45piUBNGAAbL556NuQqQ4HTkaoEkONzek9fs3adVxz9GBqhlQzcurswGKF0Roamzj3vkWcPeOVVidOfg2uuu12590dhvDoq3fA2WfDww/DbbdBnz4F1RAQkXDJRj2YXNWLSHn4QX093HMPt/7hevr9bznfl3fg6b7DmTlwX57deihN5R04ctiwjG2fSLFKtodHukOEIs/3bacu3DRiPLcPO4RDX3+WifMedD36LrzQ1SA67TTq3loVt1g0EHjB7uNVDYGxMEzDnMJa30vtWBHJuaYmN917bO+fN96ANWta7veDH7gePyed1JIA6t+/1eQIxSboWBmv00sioUoMpWvlmkbO9WoHpdL1NfIBR584BT3+taZKN1XybbfBWWfBzjvDtddS8+MfA+FrCIhIYch0PZhcnUgldXL67bfw0ENuGO7TT4O1fN97ABcNPYPHdtiTrzu31A2q1tVpkaQk28Mj3SFCsa/TWF7BAwP348WRY/n3wAY3k9lZZ8Fvf8vKwT+iS/8DaehaFfh8iQpJ+8XCs2e8ktZ7yLUw1vcKa0JLREKgsdFNIvLGG60LQL/5Jnz/fcv9ttrKJYAmTmypAbTjjtC9e/62PU+q4wytbq9QJYZi6wTFU2ag2efOTc2WKY8uCWwwJRI5cYrb4DLGzdIxejT8+MeuOPVDD1Fz003UJCjGmA5NIyoiycpVvYigWLnVRh1dEuiuu+CBB2D1aje7wyWXwPHH8963XXhIV6dF2i3ZHh7pDhEKep3zDtoRhlTDIYfAf/4D06ZxUt09THjuPu4fuB83/fAwlnfbotVzGVzx4+gaQ0Hbncn3IMkJY0JLRArI2rXw9tttZwF76y2XHIro3dslffbbr6UA9I47wkYb5W/bC0w2enGGKjFUWVHGmiTHk/klhSJWrmlk5ZrGNommijIDhrbFEGN8vKqBa44enPjL6NPHnfhcd53rSr3TTnDDDXDEEUm9h1RoGlGR3Dl+116+s7kcv2uvPGxN++TqRCr2wLXt/5Zz1BvPcPy7z8Nnn7iD/IQJcOKJbqYjry5bjfd4JbtF2ifZHh7pNi6Tep3dd4eHHuK4c+9g3FN/56hXn+TYV/7JP/qN5G/Dx7N4i+0wwHG79kp6uvtMvgcRSV/HcsNan3OojuXhruUi7fDdd7B0adshYG+/7YaHgetIsc02Lulz8MEtyZ8dd9QMs0nIRi9OY9OZ0yzDhg0bZufPnx+4futJjyfdYyhZkeRQtfdhQssHXBbQnbm6qpK5k0an1kPnjTfcic/8+XDssfDnP0O3bhl7HyOnzg7sTpZoyliRTDPGLLDWhrYQTKJYBHBx3eKkZ3MpRLHJZHAnUleOH5jx5MsTs19l6bU3MfqlWQz69G2ay8spGzPGjQU/5BCo1FV9yY5SiEWZkKsex5G4s8HKFZwy/xGOe+UfbPT9auZtPZimc89j958f2+6CoOo1LYUs7LEIEsejuoX1nD3jlVbnagbW13eVIrR6tRvuFZsAeu89VyAaoLwctt229dCvAQOgXz+1//IgXiwKVY+h9g7/iieSFIpNnkybtZT6VQ2+09xHEkgpdandcUfXlfrKK+Gyy+CZZ+CWW+DAAzPxNjSNqEiODevdnTlvruDjVQ38YOPODOtd2OOb/U6arhw/MHsnUt9/D489BnfeyY+eeIIfrVsHQ4bA+X+g7Nhj3YwQIlIQcjVEKPoK5+82OJkHDzyRa75+iRH33QpnHg83/g7OP5/fdNqRexZ8mlLiXcOcRPKrZkg1989fztx3v1y/bPe+hTczoLTDN9+0nvkr8rdsmZsiHtzsk9tt59p6xx7bMgPYdttBp0553XxJTqgSQ7Vj+nFWQIHBdEQnT2Kvolva9ipqd4CrqIDf/MZ1lzvhBDjoIPjpT+Hqq9PuMqfx9SK5U7ewvlUsql/VsP52ITaA/IaaRq7qVVdVtrmaF+/Ke9yr8tbCCy+4ukEzZsDKlbDFFm6WxhNOgIHh6VElIumJjRWjduixPpm+pRd3AH46qysrJuzCicte4Jcv17HR8cczcaMedBhWw72DDmBNx0rufnE5d7+4PP12WArbm+8eR7nYnlR7vhbaZySF5eK6xa2SQgBz3/2Si+sWh6pHdUlbubJt8uf11+HDD1vu07Gj6+0zYgScfHJLDaBtt3XnupIzmY7JoRpKBtBn0uMZf91uXSpY+JsDgNwMyapbWM8fH1vMhMdu4rSXHqKhuhddp98Ne+yR1nPmalhIvqhBEh5h7zKdKBbFi0PLpo7NxialJSiuRevWpYJLDxkAQO39i2iMKtRWUWaYduQgAN8488fhG3HAwqfcrGLvvuu6Bo8f75JB++3nuhEXuEKOL4W8bYWu2GNRurKxb9UtrGfKo0tYuaYx8Z1jdOlg2G3pPCa+OJMRHy1hVecNuHPIWO4YeghfeDOZZaNtU2htqFxsz8V1iwNr5fmdxBfaZxQ2YY9FUHxto5L2v/+19ACKngXsk09a7lNZ2VLzJ3oI2NZbQ4dQ9S0pSu2NyUUzlAxSm5ksWSvXNDLkt09y6SEDAk+eMjUkK/pL/L9Rp/DUtsP5/RPX0mWvvTDnnQe//S107pzy8xb7NKIqri3SfsnEr5VrGr3flG2VFAJobLZMfmQJXTt1WP8b3PD71fzozX8z/rXZjLh8ibvjPvvAxRfD4YfDhhtm+F1kTyHHl0LZNiWnwiGV7ykb+5ZfQzUVa9ZZnu47nKf7DmeX+jeY+N8HOfOF+5j40kM8sNO+3DT8MD7otiXTZi3N6P43bdbSNtscmYU2H/t5LrZn+rwPA5f7JYYK7TMSkQSshc8/b93zJ5IEWrGi5X5du7oeP2PGtBSAHjDAzQzmTQgihScbMTl0iaFs9W9auaYx7jC1jSsz0zUu9kv8b8+dOPDk67jiP3dQM20aPPGEG4YxZEjKz13M4+vVIBFpv2Trs8U7mVvV0Mi3q79jn/df5vDXZrP/O/PovG4t73bfiml7nUjtXZdBr/DMyhatkONLNrct2SRCoSSnJL5Uvqe6hfWce9+iNhNspLJv+e0/fvtre71cvSOnH/ZrtvniI37y3wc5cvG/vJnMdufGEYcDqffiDtrnC61OYy62x29ylXjLC+0zEhGPtfDxx22Hf73+OnwZNbRv441d0mfcOJcAiiSBevVqd9F/yZ9sxOTQJYbyZfXaddQtrE+7Eez3Za3u1IWzR/2MmslnwKmnwvDhcOmlMGmSuup51CARab/aMf3aDA9LmrX0//x9xr/2NOPffJbu367iy8qNmLHz/szcaV9e/cF2VHfrQm1Ik0JQ2PElW9uWShKhkBNn0iLZ7yny3aeaAIgWtP9kKikU7b1NtuLCg37JH/Y8npMXPMoJC59g7NK5sPwRuOACd5U7iZOaePt8odVpzMX2lAfMvFse8FkW2mckUnKsheXL2yZ/3ngDvvqq5X7du7seP0cc0XoI2BZbKAFURLIRk0OXdaisKKOhsTnnr9vYZDPSCI77JR40Gl57Dc44Ay65BB591NXs6NcvrdcsBmqQiKQpxbbAZt98waGvP8v4JbPZccUyGss7sGLv/Tlzk2HM6r0LjeWuF2X0TI1hlan4ko3hVtmKfUFJhCmPLmnzHgo5cSYtEn1Pkf0zUe/BZPatoP0nKNmQCSs26M60vU/iL7seySlvPMW5S55wk3gMHAi1tXDMMXELn8ZLnPXZxP939vnXDSlfFMxEHKgd08+3dkQmY+2EET19awxNGNHT9/6jdujhe/9RO/TI2DaJCG6a92XLWoZ9RYpBv/EGfPtty/0228z1+jn22JYC0AMGQI8eSgCVgGzE5NAlhlLdzSsryjN2Bat+VXADIVFDILpBFlsnqdXBvnt3mD4dDjsMfvYzGDwYrroKzjyzpMd55qKRJFJMomNSWZIna5Vrv+OAt1/g8NfnMPL9Vyi3zSzcoh+Xjvk5wy/4GWNH7cR+C+tZWGS1ZjIRX7I13CpbsS8oibByTeP6osGR97BxZQWrGtoWElZivrDESyImW/unotwktW8F7T9N1ma03eVndacu/HnwOM595E9w773wu9/BiSfCr3/tZkA87TTfGmfxEmeffvWd77rGZlL6HWcqDuSibmSkjlCys5LNeXNFSstFJIF16+C999oWgH7zTWiIildbbul6/ZxySkvvn/79YZNN8rftknfZiMmhSwytSaG3UJmJXzOjPfwO8IkaArHrLS1FtAOnXj3qKNhzT9fA+dWvoK4ObrvNFQIrQcVeXFskk2JjTrykkLHN7Lr8Nca/NpuD3prLBmsbWNljS/6621HMHDCK5ZtsxYQRPRk7aiegOGuZxYsvyV79z9Zwq2zFvlTqTnWuKGtzsq/EfOGJl0RMuvZPgvxx5PcQ725lpqWNU24Mu27TjWVfNPDxqoaM1YncsqrSTZl84olu9sMnnnAJonPOcZN4nHEG/OIXsPnmrR7jt88nSpwHDcfz+02mMpwv0W86F7H28pqBSU8jrp6DIu3U2AjvvNO2APTSpbB2bcv9evZ0SZ999mlJ/uy4I1RV5WvLpYCVfI2huoX1Kd2/PeU0EvE7wCdqCPitjySF5k6KUzxxiy3gscfgllvcVbCBA+GPf4STTy7JLoLFeEIqkg3JnARu88VHjF8ym8Nem0P1Nyv4pmMlT/QbyYM77cur2+zMmnVeALWWmQvqGda7e+Dv7+K6xUlfdS5UfvEllav/2Txpykbs80siBFm1ppFrjh6sxHyBi5dEPDvO5BrRGpvbDpuP1+PZz+q1LftUk7XMffdLRvbtztxJo9n6wsfJxEizVl3ljYGxY93fvHkuQfR//wdXX+3aS+eeC9ttF7jPJ9ObMvp3HC8uJBMHCqmYeyrD3joHlHLoXFG6vdlFWvn+e3jrrbazgL39tusdFNGnj0v8HHhgSw2gHXcM1Wyukn8lX2No2qyl+d4EgDZfQqKGQHtPGFoO2Fsw9Gc3cMPTf2LTU05xvYduvLHVlTARkYig2FLV8DWHvPEch782m8GfvEWTKeO5rYdw1T4n8+R2I/iuorNvHbd4PV8urlvcaoxzk7Xrb4ctORQrlV5AYauDVjOkmvkffNkqodepg/HtlbtlVaUS8yER9D0l20MM2iYxah9YRGOTS560N6cz990vOe6mF+jcIbk6kYmGowV2lR8xAmbOdCdnv/893H67ay8ddhg1558P4wf6zsaWSPTvOF5cSCYOFEox91QTVN+v8//egpaLFK01a1xvn9gi0O+84+oDgSv/0bevS/jU1LQMAevXz00PL5KmbJQaCFViqFC6q8bO2JCoIdCeE4bYA/b8sir2Oug3zNhnHgOvv8oFl7/9DQ4/PJ23IiJFKDrmdFzXyKh3X2L8ktmMenc+HZvX8fpmW3PZqFN5pP/erNigO+CGfxw/ohf3+BSyg+D4O33eh4HLw54YSiWpH7Y6aHUL65m5oH79CXKTtTQ2uRozkSQAFPZ7kOSl0kMsum0y5dElrfaHdMx998vEd6JliH28QtkJ24Pbb+/aSFOmwJ/+BH/5Czz4IDV7783DPfZhzjbDUup5Hd1DKV5cuObowQnjQKEMyUo1QRXUCz8bvfNFCsK337p6P7EJoPfeY33Xxw4dYNtt3aiOo45qKQC9/fbQuXN+t1+Kmt8FvsOHpncRL1SJoVSueGVTk7WMnDp7fdfbUTv0YOaC+sCGQHtOGPwO2GvWWU7vsTdzXz7ajas/4gg4/njX6NH4UxHx1B6wPdP//AAHv/IvDnnjOaq++5YVXbvxwXGnclm3oTxXuWWbx2yxcSWX1wzk8Vc/WV98OFpVF//ZfoKuvGdrZqJs8RtSkUpSP2x10PyOMY3NlqrKCrp26tDuWktSmGL3z6ouFXzf2NSmh1hs28QvFmRS0GQckZ5PI6fOjvsbTLhf/uAHcMUVMGkS3Hwza66axm3PPsubm/bmxhHjeWTHvVlXnrgpHN1DKV5cSCYOVHWpSCnGZkuqCaoy458EKiu9ygZSbL76qmXmr+i/Dz5ouU/Hji7ZM3SoO/eK1ADabju3TiTH/C7wJSr9kEioEkO1Y/px9oxXMla8sL0MLcPJ6lc1MHNBPYcPrWbOmyt8GwLtOWGIe8Du3x9eeMGNob/sMpgzB269FQ44ILNvVEQKRlIn5h98AHffTc2dd1Lz1lt836Ejs7bblWdGHMTeP5/AoT/szfOTHvd9/kjMCcrnRJbHbkc25SoZETSk4vCh1XGT/rHCNNwq6BjzVUMjr1za+lhSSDVRJDXJzpiar4RfpN5i0OsHTcf75erv6TPp8VaJpbj75YYbUrfPUfxmxbbs++oz/HTeTP7w+DWc+9zd3PrDQ7l35wNY3alL4HZG/14SXexLFAcSxdiIbH83HTuU+Q4D69jBv2ZQp4BhgJ0C7p9Ivvc9KUFfftk2+fP661AfVcO2Uyc37Gv33eEnP2kZAta3r+sdJFIgsjEsOVR7eKTL1D0vLs9bcsiv8GJDYxPT531Is7UZm10i4ZXqigq49FJXbPHEE2HMGDe9/bRpGrsqUmTinpj33RAeeADuvBOefdY9YJ994IIL6HTEEYzbaCPGec8xcurswNgZiS1+05JHlvttR7bkMhkRdHCd8+YKrhw/sChPXlLpDVUoNVEkNcn8hhK1TaoqKwJjQiYkmoTjsUWf+C6PJCj82mNB++W0WUv5urmMh3YazUMDRrHPewv46X9ncsnsm/nl3OnctctY7tjlEFZs0K3NY6N/F+n2DowXYyNyEf9SrRn0XUBtqKDl8SjZLFm1YkXbGcBefx0++6zlPl26uKTP6NEtBaAHDHCFocvL87bpIskKaoOn0zYPVWIIYFjv7oFDHbItXgMp0o0r1YNb0BWTpIefDRsGCxbAxRfDNdfAk0+6E8Tdd2/nuxSRQhN7Yl7e3MTwpQvo8uNpsPQ/8N13rjvz5ZfDcce5hk2U2EZ4rOjYUh4wdXO5MclPeY074UtHLpMR8XpohqkXUCpSGeJcKDVRJDWZ+A0dPGgL3x47mZBM/ar2JKWS2l+N4Zm+w3im7zAGfbyUn86byc9fuJ+f/PchZu60LzcOP4xl3Vv3XIqWTlyIF2MjCjEZu3FAG3jjytSHwBXi+5OQsRY+/dS/B9D//tdyvw03dEmfH/3IjbiITAHfu7crEC0SUkGzhKYzujdUiaFEJzexkplWNRXfr2tO6upZsge3ZK6YJHVFqrLSzb4xbpybmnXPPaG21hVd7NQp9TcqIgUlckKzw+fvM/612dS8/gybrV7Jqs4bwCmnwAknuNl4AoqpxkvoVMfElng1g5JNBGSiYHEukxGFPqNYNoZcpHKMKfTPR/wlO3V60D5Qt7CeGS/5F5dPV7kxXDl+YFaSAEH7ZdB+vGjLfvz8sIvo82U9P3npIY5Y/DTHLJrFrO13428jDueVLfu1mQUtnd9kMnXZCjEZG1SrO4Ua3usV4vuTAmUtfPRR2+TPG2/AypUt96uqcj1+ampa6v/suCNstVX7dlKRAheU40gn9xGqxFAqV6vBfTDxkkOpJo4aGpvoXFGWcBpVSO7gluiKScpXpPbeG159Fc45B666Cp54wvUeGjw4+ecQkcLyySecs/hR9p3/JP0/f5+1ZR14pu8wZu40mqW77MkzFx+Y8CmC4pGBNsM4qgNOniI9gPzWVVaUsXadzdisCJDbZETtmH7U3r+IxqjKqhVlpiBm48rmkItkjzFhm3FNnES/oUT71rRZSzM2I1m0ijLDtCMHJbXvdQso1Bwk3n6ZaGa2Zd2r+fWYM7lmj+M4acFjnPjyYxz01n+Y13Mn/jbicGjeB8rK0v5NJoqxUJjJ2FUB30PQ8ngK8f1JnjU3w/LlLUO/ootBf/NNy/023dQlfY46qiUBNGAAbL65EkAiaQpVH7r2XEmIFDY0uAZGVWUFxlu2e9/uKT/fqjWNXDl+YJsp62Mlc3DLyhWTDTeEm26Cxx5zY2yHD3dFqteta/9zikhurVkD06fDQQfBVlvxiyf+RmN5Bb/Z76eMOOMOJo6/mNk7jOSssclNBx/vCnqs2CET0ctrx/SjsqL12PuKMsPaJttqVoQZL31I3cKWYo6R+kZbT3qckVNnt1oXxO+1spqMiA3p3u32bHsmxbuAkCs1Q6q5cvzA9cfS6qrKrPX2kMxJ9BtKtG9lq/dGJFZcXLeYvhc+QZ9Jj9P3wie4uG5xm/uO3XmLhM8X+ekm2i8j+3Gi9tv/unbj93udwO4/u43fjv4JW636jFsfmAI77wx33ME1j7+W1m8ymdiW8/iXhKAhY+0ZSpbP95fvmF7ymprgnXfg0Udh6lRXJ3XYMHf+svXWcPDBcP758I9/uDpAJ50E118PzzwDn3/uzm2efRZuuAF+8QvYd183+6CSQlJiMtmLMyJUPYaCrjDEu5IdVNiwbmE95963KOVtqOpSwbRZS+NOxRyZtWzk1Nlxuxdn9YrJ2LHw2mvw85/Dr3/tAvAdd7ipFttBs0eIZFlzMzz/vOvld//97gpZz54waRJPDT2Any1Y3frqfQqBP5UeH7FDJqKXX17jElHRsWDVmrWsXhsz7XmTZcqjS9ZPc96eq+u5nP7dr2dE5D1819ic1wKp2RxykUpcL9ZaS8Us0W8oUeHKoDZKupotXPTgq6yJKlrcZO36WkaROAPB8ajcmLgTfgSJTGKSTN2k1Z26cOsPD+X+EeO4vfJdht53M5x8MtM33JRbh41j+qADW81kluxnlUxsy0X8C+qN1a2Lf6InkychuYzv0VT0OnfKm5vovfITtvtiOdv+70M49h7X++fNN+H771vuWF3tevxMnNhSAHrHHaF76hfvRUpJsjNcpiJUiaFEJzfJnvhEDgzxkjt+KsoN3363LmG35qSmTk3i/aRtk01gxgw47DCXIBo8GH73O/f/FAqu6UAqkkVvvQV33eX+PvgANtgAjjzS1Q3ae28oK+PSqbN9ExfJFupMpRGeKBERmyDoM+lx3/tH4mQ6RUZzlYwIes9+sT7XBVKzdQFBcb00xPsNJSqCXDumH2fNeCUr27UmYCare+Ytb5UYCvptNlnbJjeeTKKzbmE90+elVjfp0OG9GVpzMFz8S/jnP1l++gVcPOdWfvmfGdw95CBuGzqOFRt0T9gTKVXZjn/9t9iQue9+6bvcTyaHkkF+ks0qep19vVZ+wk0PXsbWX35Mx+ao0Qq9ermkz377tSR/dtwRNt44fxsrEmJBdY+r2tGLMyJUiaFkTm6SOfFJpVZR9FWp1d+vi1t4Omgq+6ADTuz72biyAmPg7BmvMG3W0vXbH9vYGbVDD+a8uSL5qyzHHAN77QWnnea6XdbVwW23ud4ISdCBtLSpt1gWfPGFS9redRe8+KJL1O63nxv2WVPjuk9HycSUlMk2wjOdiAhDkdFUe0bkctuzdQFBcV0SFUGuGVKdMDEUlFxqL2vdMSfS9imL8/yWloTm/A++ZOaC+riJzvZeFJy5oJ5hvbu75znoII6Z0Mygj5cy8b8PcvqLMzn1pToeHDCam4aPT+r56hbWU/vAovXJ/vpVDdQ+sKjVtuaCX1Io3vJiqAsUhuNR2H3RZWOWV/2A2X2H884mPXlr0168u8lWvP6HI/K9aSJF5dvv/cvEBC1PRkYSQ8aYW4GDgc+ttTt5y7oDM4A+wDLgKGvtyqDnSFa8k5tkT3xSmVknerx60JXxiKCmRmRYmd+JdWSbg67e+jV2ortAJ32Vd8st4fHHXf2hc86BnXaC665zY3sTXOXSgbR0qVdBBq1d68bM33GHqwHW2Oh+h7/7nZtifsstAx+azPTGmZJqIiLRFYswnEwEvedOHcp831sutz1bQy4U1yWoCHK3LhXr2yyJEj/N1nLt0YNbJToSqSgzrLM2sLt7pFZPskmchsYmps/7sM19YxOdqU5gEvQ81VWVLKIfZ9Rc2Goms6MX/wu+mMWzh57MRZ9sEPh7nfLoksChq4V8XB21Qw/fIXhBdekKURiOR2G3ulMXfnL4b/K9GSJFb12z//ExaHkyMlV8+nYgdmqcScDT1trtgKe92wUh6ABQZmhVnDo6KVS3sD6Vkh6tRGoORV/dii12F3T1dvq8DxM2ZJIuemiMG8P76qswaJCb2n78eFfMLY5UCtdKcSmEwrehZi3897+up96WW7reQHPnwhlnwMKF7rdYWxs3KQTJTW+cKakWGp48bgAVZa2jY0WZYfK4AUBhFlGNFfSeJ48bUBDbXjOkmrmTRvP+1LHMnTQ6IyePiuviW0zeGzIfabMkijFbVlW6GcyOGLT+91NVWUFZQIOpqrKCaUcO4rgRvQKf8+NVDUx+ZElKSZyg7YxOdKaT9Ix+bPTnFpnJbN9f3MHbp/6StU/PZu+TD+UP1/+SUe/8l49Xrqb2/kWt2nxB5QhSmX0tH+LVnwuLeJMriIiUuoz0GLLWPmeM6ROz+FBgH+//dwDPABdk4vXSFXR1OOjkJ1Kouj2nYMkOL4s3jj4ZKTV4ttkG5syBa691hal32gn+9jdXi8iHpiouXepV0E7Ll8Pdd7tC0kuXQufOLil0wglwwAHQIbXQm8z0xolkq9Bwoh4t+Soymqp477nQt709FNfF77cZNGTery0Tvb/E/n4i8aY+qtdRdczvJ6gAdFWKU9THE53o3Digd2Oqz+P3uZ03ZjD9hkxgtx6jOGje45wyv45bZ/6WtzbpxY0jxnN5uQ193CiG9kAxJLdERLIlmzWGNrfWfuL9/1Ng8yy+VkqCTlSANkO+IPnuzNEM8etWxB5Ig+6b7Pj9lK/ylpfDuefCgQe64WTjx7uT1uuug6qqVncNy4mdZJ66XSev6/drOOit/8Do37vEK8Aee8B557li0mkUWKwd04/a+xfRGNU9tKLMJH0Sn+0hgYkSSWGe0SrM2x5PZHamyBCccmM4fGhxvlcJFrt/bx1nyPzxu/ZKen+JLI83RN5PZUU538XpKVRVWcH365qT6k0Um+hs78hbv4RpUFz4pLkDt/7wUO7cZSwHv/k8P503k6ufuJZPnrsLNp4EEydmpWBoLhRDe6AYklsiIgAVZeA3j0NFGuPBMjWULC5rrSWgBI8xZqIxZr4xZv6KFbnL2Md2zQfXgIkd8pVqd2ZwyZzI8wZd0Y89kAYNt5gwomeb5bHSuso7YIArfvub38Df/w4DB8K//tXmbtkYyiCFLwzDgPKprLmJvd5bwDWPXs1L15/A1U9cCx9+CFOmwHvvuennTzstM7NuxJ7UpHCSoyGBEqtuYT0zF9Svv/DQZC0zF9S3GeYspSXoJH/jyoqU95f2DJE/fGg1DQEzloEbuhoZ9hmP3xDYVGbPitRvSzSUNsi68g7UDRjFQT/+EyceOYX3u1e7YcM9e3LfsofZck3rkpvRw28LVTG0BzSEVkSKxbQjB6e0PBnZ7DH0mTFmC2vtJ8aYLQDfQjbW2huBGwGGDRuW+YIZSQpqwLSnUGF0D59ku+vH65UzrHf39GYlS6Siwp3IHnyw6z10wAGuBspVV0HXru1/Xgk99RaL78fzH+GSObfwVaeuPDRgFDN32pcH7zy3/ZemA0ybtTSt6erjzWrW98InfId5BNEsdcVBs5KVrni/4aA2izGkvL8ExZ14vaATDemJHqK69aTHfa84Glh/wS9aMrMPVldV+j42VtBnWGagVd1PY3hum6H8u+9Q3hu/GVx9NdvfeQPPl9/M44P344+DxvFd3+1842ihxdpiaA/UjunXplB6RXnyvW9FRApJRblpE8/Skc3E0CPAScBU79+Hs/haaUu1G2m5MWxU2cF3HHy5MeunW01l2FpQ1+ScDWX44Q/h5Zdd3aFrroFZs1yNlN12y/5rS8E1AiOKdShNJjy6417Ub7wZs/sOZ20HbxhAFmYKS7f7e7whqZHlyQwv0yx1xSNeslCKV6LfcFCb5eyAaevjxSC/ukSJfLyqoW1yJcrIqbPXHxuDEj025n4RfkmvWMkkCOJ9hkHb3WxxbawZM+Ddd/ngwssY89B0Dn7pHzzff3f4wfkQU6OpEGNtMbQHmmK+pNjbIiJhkO5FYz8ZGUpmjJkOvAD0M8Z8ZIw5FZcQ2t8Y8zawn3e7oNQtrGfk1NlsPelxygJO5rp1qfCdcWfCiJ6Bz9tkbauZx5IdtlYQXfgrK+EPf3A1UhobXY2Uiy6C779P+NDoz3Pk1NmF8X5CItIILMh9IiSMMT2NMXOMMa8bY5YYY37lLe9ujPmXMeZt799umXrNzzfchH/2G9mSFMqSdLu/J1sjLdHwsqBeJpMfWaLffsiUBxzzgpZLavIRj5Ix5dG2w+Njf/d+Q8dTjUF1C+vbNWHHllWVgckVaH1sjDeTVP2qBmofaD0bWGT2wa4d4w/PTyReb7ugOkHRy+u+7szYfsew++m38qfdj2bQe4vY+8eH8r8hI+DRR6G5WcN/s2TKo0va7F/N1i1PRZjau4Uai0QkPdmomZaRxJC1doK1dgtrbYW1ditr7S3W2i+stftaa7ez1u5nrf0yE6+VKbEn4n4nTpUV5YzdeYs2tTyarGXGSx/GnTWjobGJc+9b5HuwaM8BP+cHoX32cVNp//jHcOWVMHy4ux1n+5TYaD81AjNiHXCutbY/sCtwhjGmPzAJeNpaux3wtHc7VNKt7ZDK7GXxDihB61Y1NOq3HzKJepBJ2gouHtUtrA9styRqSKYSgyLtgVRFni9RvIocGx9b9Enc+zU22TYn/DVDqqnq0jHwMefetyhhOyteYzworxq9PHK8/6JrFdfseTy7/+w2Ju87kXXLlsG4cTBwILs9/ygVTW2/KxVJTk/Q/p/KLHghbO8WXCwSkfRlo2ZaTopPZ1omkiR+J+LgrpYaWgoOznlzRZtuWs2WNsv8xPYcikg1w5e3g9BGG8HNN7srWJ99BsOGwdSp0NT2c1NiIz2aKSN91tpPrLUve///BngDqAYOBe7w7nYHUJOXDUxD5Ep3dVVlq/iUbFdRv5O6IPEOKMkebPTbL3zqMZRdhRiP4v0m4/X8GTl1NmfPeIXOFWVUVVYkjEFB7atEIrOcxesJFPHxqoakpp73O+GPd1xtsjZhOyteYzyZxEPs66/pWMntw8ax52k3wj33QEUFVz9xLc/fcCoT581kw+9XJ3xtyZ2wtXcLMRaJSPqCjpXJHEODhC4xlKkkSVDDoNnaVt2n0z0x9ztYpJrhy/tB6OCD4bXX4NBD4cILYc894e23W91FiY30aKaMzDLG9AGGAPOAza21kUvLnwKb52u70pHOzIDRiaV4Ilfsg5LvqSSY9NsvbOoxlDuFEo/i/Sbj9fyJtLdWrmnk+3XNXHP04LgxqL2//Ujh6UQFqKH9x8a6hfVJz+gY1M6K13sqmYRr0LZvtsmGcOyxsHAhc6+/h/c37cVFz9zG3L/8mEnP3Eav71blvUhyJnuv52M4VjJD/RIJc3u3UGKRiKQv6FiZzDE0SOgSQ5lKkiRzIl63sD6w9lAqYg8W8RoVfgfKgjgIbbop3Hefu5r1xhsweDD85S/gnUQosZGeYpgGtlAYYzYAZgJnWWu/jl5nrbUE1EM1xkw0xsw3xsxfsaL9QbVQRRJL1x49uE3dNHD11K4cPxAIroHm13OpWxf/BnWiHghhqM1QzIKShKkMO5TE2hOPshWLgn6TVZUVSff8aWhsSliPpb3H/Ugh6URtm1SOjdFNuEiiK5Xcp9+2xOvBmUzCNeHx3hhG/vxYPnvwMU458688t81QfvLfh5jzl1Oouf5SePPN5N9ABtUtrKf2/kWtjg219/uXTEjmufLRE37yuAG+dUMnjxuQ9HOEtb2rtpFIcSnYGkO5lKkPIdGBOXLQ8jvIV5SZ1KaDMzDkt0+uPxECfBsV4H9CVpXiiVfWGOOuZr32Guy1l5vSfswY+PBDJTbSlO5QIXGMMRW4hs891toHvcWfGWO28NZvAXzu91hr7Y3W2mHW2mE9erS/G2ahmzZrKY0+1V27dOxAzZDqhMn32J5Llx4yIOXaIyGqzVC0stEFWVprbzzKViwKOk4HnRQHtatWrmmM+5utHdMv2U45rRhcjNg4Tu+NVI+N0U249gxxC2pnBfXgTCbhmuzxvmZINbf+6XQOfuM5yt95m/KfnOYuzu24I9TUwH/+k9J7SdfkR5a0OXY0NlsmP5Ja4WbIX0/4miHVTDtyUKvPftqRg1Jqa4Wxvau2kUjxyUaSOpvT1WdF0PSkqX4IQVOyRi8PqkE07chBgJvFIJmCdda2jC+PnAhdOX7g+hnKIkZOne17oOzUoYzKivJW6/J6EKquhieegBtvhHPPhYEDqfnTn+CwUUx78q2kplsv1KnZ86kYpoHNJ2OMAW4B3rDW/iFq1SPASbiZEU8CHs7D5hWMRMn1VJPviWJptHgnA9r3cysbXZClRSHGo1R+qwBVXSoC2zjxfrM1Q6o5K2B6+3gskel3m33Xd+1Y3qbdlIr2XEVNNVFaO6Zfq2nmwb+9lvLxfptt4PrrYfJk+POf3d/DD8PIkXD++W7If1l2r/UG1XRKptZTrHz2hE+3rZXq7yjfCjEWiUj6Ru3Qg7tfXO67vL1ClxjK5IcQ7+AQrwZR9EEhlZkMIoJOhIJe86uGRq45enBhHYSMgZ/+FPbbD046CU48kZrDDqPmb3+DBFcUIr0GIg2nSLIMKNgDq4TCSOAEYLEx5hVv2UW4Rs99xphTgQ+Ao/Kzeem5uG4x0+d9SJO1lBvDhBE9ubxmYMrPkyi53p7ke7IN7YIYFlvkkk2667vIuoKMR6mcFMcbclW/qoGRU2cH7mfVAXEkkY+93oR+Vq91bYZILExVUGyLJ9VEadaTBj16wJQpLhl0663w+9+7+o877AC1tXDccdCpU2ZeK4uCko5BPeQLTcgu5BVkLBKR9GTjAl/oEkO5usqZzMlROg1ov8fGe82CPQj17QvPPgt/+ANcfDEMGOB6EtXUBD5EvQYkG6y1/ya4rOi+udyWTLu4bnGrhHiTtetvp5ocSnRFu3ZMP2rvX9RqyEBFmclID8VM9fgUf6kk3fVdZFcxxKOv4vQEMbTUBPLbz2rH9GtXr6FEyZvYWJgKv9iXSHvaeTlpr3XtCr/4BfzsZ3D//fC738Gpp8Ill8BZZ8HEibDxxhl9yTLjZuX1W56qoKRjLmrfl1qP9WKIRSLSlmoMkZurnHUL61n9/bo2y2O7Awc1oJOZ7tfvsWEctwxAebm7UrVgAWy1FRx2GJx8Mnz1le/ddaVaJDVBV8fbc9U8qfoWsSEsQzOYhzbGJSnfhbVTqdtR7N+FtJXq/hkvSRh7/p6J+jAGt1/Gmzkq1ZhXEdXKjcS+oIL5fgo+UdqhA0yYAC+/DE8+Cf37u95EvXrBBRfAxx9n7KX8kkLxlscTlHSMl4zMBNW5E5FikY0aQ6FLDGV7NoDIQSN2zHRkxp7ok6eghvWEET3jTukc1PgOfQHinXaCF190PYfuvhsGDoSnn25zt7DO6CCSL5meWjxSOPWaowcDcPaMV9afKLoaHzEFRptsRoqChj7GxVEIJxypJN2L+buQttqzf/q1ceLliKP3s/bEC4vbL/1mjgJXyybVmHf08F6tbtcMqWbhbw5I6rGhSpQaA/vvD//6l7tI96MfwdVXQ58+rifRG2+k/RKZnMkwX+3AfBW9FhHJtGxc4AtdYijbVzmDik5HZuyJFtSwvrxmYKvlVZUVdOtSkVTjO2imi9Do2BEuu8zNltGli6tB9ItfwJo16++iK9UiqQnqhZhM78QgQSeKQcM4MtWjL/QxLkAhnHAo6S5BgvbPc+8Lnm7cr41zzdGDAxMB6Q61jzxv9MxRkF6HxdgyA5FeU/GEPlG6yy4wfTq8844bUjZ9uutJdOihMHfu+rsFnQAELc9k2y1fsyKqx7qIFItsXOALXY2hbBf2a8+MPH6vnekx5qEbEz18uOvafNFF8Mc/ui7Od9wBu+4auhkdRPJtwoievnU1Jozo2e7nDDpRLDfG96q8kgvxFcIJR7IzIoEmASg1Qfthk7Vxv/egtkyi/SzVQs+RYWSxrzty6ux2FbGOiH7fsft8kPenjm336xWUrbd2s5ddeqn79/rrYY89YPfd4YIL2LhTR1Z+3/az2ChgKF8m2275mhVRtdVEpJhkOt8QusQQZLewXyEeNELbgO/SBa69FsaNgx//2E2rOmkSXHpp4RbTFilAkQLTmZiVLCLeiWJlRXlSyQVpUQjHjlRO3DQJQGmJl6hJ9XtPZj9Ltfh0ZBhZrHQTq9G/v6Ae4UUveiaz225bP5PZ/d234sbh46kbMIq1HVqSQfHq/GSq7Ra0L6aTBExGKslzEZFSE8rEUDYV4kGjUBrw7e61NHo0vPoqnH02/N//weOPw113uRpERSh0vbskFC6vGZhWIihW0IlitbfPah9OTaEcO5I9cSuEHk6SO4lm5Er1e0+0n9UMqWbKo0t8pyT3E294WlCcSpREiP39lfy+3bUrnHkmnH46PPAAjedcwu/+eR3n/vtubhs6jnuGHMQ3nbrGnTI+7O0b9VgXkWKS6ZisxFCMQjxoFEIDPu1eSxtvDLfe6qax/8lPYOhQV4vovPPcrGZFIrS9u6Tk1I7pR+0Di1oVmq4oN+vjnfbX1BTisSOeQujhJLkT2Q/PvW9RxoeKBjVMLz1kQJtkVEW5oanZtprJKhJ3/MRLuJ4945U2s6NFVPv8/pIZ3pbKjGWh1aEDHHMMYxduwG4fLOL0Fx9g0rO3c8YLM7hn8EHcMWyc78OKpX2j45uIFINsxGQlhnwU2kGjEBrwGeu1NG4c7LYb/OxnbljZI4+42kPbbpvhLc6PQundJcUnK1dqY8+q2jfJmXgK7dgRT6H0cJLcieybmfzek2mYRsetUTv0YMZ/P6Q5KjnV2GSZ/MiSVo+J3Wa/2Hf//OXMfffLNts0sm937vnJbm2Wj9qhh2+ttmiXHjIg2bcees3GMLfPYOb2GcyAT9/h9Hkz+clLdZwy/xFoeNZduOvff/39i6V9E/ZeTyIikJ2YrMRQCBRCAz6jvZZ69ID774e//911ax40yE2revrpbsrVECuE3l1SfLJxVWDarKU0NsdMS99sQ9fIl/YJWw8nyYxMf++JGqaxydKRU2e3iTvgpqIPimlBCddlX/gfV4OWJ1PYuFT3/yU/2JZfHHoBV636lNNequPke+919YgOPhguuABGjsxbXaBMKpZeTyIi2TjnVGIoBAqhAZ/xXkvGwHHHwd57wymnwM9/DnV1cMstsNVW6W1sHhVC7y4pPtm4KpCvJKau1haOMPVwkszJ5PeearIgXnxJNaalGsMSxbagOkel5KOqHzB5/9M5edZtbhazP/0J9twTdtuNA7fYl1nbDsea1hPal7fjgl7Q7Jftea5UFEuvJxGRbJxzliW+ixSCmiHVzJ00mvenjmXupNE5P4DVjulHZUXrWkAZ6bW01VYwaxb85S/w73+7gtR33w0+DYYwyNrnJCUtG0mcoANHNpOYkau19asasLRcra1bWJ+11xSR7Ak6kQ9anii+pNL7JNUYFu+1dZyOsemmbpr75cvdVPeffsoND17OUzf/nKMXzaLjupai4n4JnkSCHtOe50qFenWLSLEYtUOPlJYnQ4khSUrNkGquHD+Q6qpKDO7K2pXjB2YmQWWMqzm0aJEbz37CCXDkkbAicbfvQpPVz0lKVjaSOPlIYsa7Wisi4ZPqCb5f3IkWSSjVLaxn5NTZbD3pcUZOne2bPK4d04+KstYJqIqy4ELWQY3lyooyHaeDdOkCZ5wBb73FLw+9gDUVnbjqn3/i3zecws9evJ+Nvvu23T2GUlmeKfm4ICIikg2PLfokpeXJ0FAySVrWhx1suy0895yrN/Sb38Dzz8ONN8Khh2bvNbNAwzMk0+LNINZe+Riiqqu1IvmXyeGcQdPGBw3LirzOWTNe8V3fZG3COjCR7fftXRQnrxBUY6h71046ZifSoQOP7LAnj/Tbg90/WMTp82ZywbN38PMX7mP6oAPho51TKgOQrx5DhVCzU0QkE1Y1NKa0PBnqMSSFpbzcFTqcPx+22MJNb//jH8NXX+V7y0TyKwsziOV6iKqu1orkV6aHc7an52HNkOrAxFF1VWXcnoXR2++nsckG9kBUYjo91VWVYAz/6TOYE4++jB+dfB2z+w7nlAUPwzbbuLbakiXJP1cKyzNFvbpFRIIpMSSFaeBA+O9/4de/hjvvhJ13hjlz8r1VInkRbwaxMFENLpH8yvRwzvaeaMeLBfESOH7b73c/P0EJaAtcXLc47nNK2+/s9c23YdLhk5j9yFw3q+x998FOO8Ehh7ge33F6/9SO6UdFecwwwDR7wSYr3zU7RUQyoVuXipSWJ0OJISlcHTvC5ZfDf/4DnTvD6NHwq1/BmjX53jKRnMr1le5k6nu0h67WiuRXNmJJ0Il2vDgSLxbE61mYzHYGPT5efaO7X1yu5FACQd/ZAWN3heuuc4Wqp0yBF1+EvfaC3XeHhx6CpoBEXhZ6wYqIlIpLDxngm2C/9JAB7X5O1RiSwjdiBCxcCJMmucbHrFmuF9Hw4fneMpGcyMaUlEES1fdIl2pwieRPrmJJMnEkKBbEqwMTWFso5n5+EtU3mj7vQy6vGZj4zZWwuPF7k01cfcjzzoPbb3f1IsePh+23d8tOOMFd5CN+L1gdH0REEstGrVD1GJJw6NLFJYWeesr1GNp9d7jkEli7Nt9bJpJ1uRyCpZnDRIpXrmJJOnEkXm+ieL1+yo3h8KHxE8/x1mW78HExOO6mF+gz6fH1f8fd9ELbO3XpAj//Obz1Ftx7L2y4IUycCH36wJVXwsqVea33lK0esSIiYafEkITLvvvC4sVw/PFumNmuu8Jrr+V7q0SyKpdDsFSgVaR45SqWpBtHgoanRW8/tJ6ErMlaZi6oT3iin6+p0sPuuJteYO67X7ZaNvfdL/2TQwAdOsDRR8NLL8HTT8PgwXDRRdCrF1Oeu5Utvm47S9zGle2vjZGMTBdfFxHJl2zEMw0lk/DZeGPXTfmww9xVqKFDXZLonHPcrGYiRShXQ7ByOWxNRHIvF7Ekm3Eksv0jp85u8xqRXknx3t+EET25+8XlvstLyci+3dskeiLL/fjdN97y9YxxNSJHj4ZFi2DaNI6dPp0J8x7mkf5787fh43mrR5/1d82meD3ZUvlN1C2sz+jwDRGRVGUqnkVTjyEJr0MPdb2FDj4Yzj8f9tkH3n0331slEmqaOUxE0pWLOBJUayheDSKAy2sGcvyuvdb3ECo3huN37VVy9YWWfPxNSsszYtAguPtu9pl4M3cNGctBS+fy5K1ncuv9kxmxfDGrVme3PEAmesSq15GIFIL2HgPjUY8hCbcePeCBB+Cee+DMM12j4/e/dz2J1C1cikiurlBmo5idiJSWbMaRSCwMksyQsMtrBpZcIijWqobGlJZnku3dm99uPJHrRh7DCS8/zskLHmXG9AtZ0nNHGLHWXfjLQg/wTPRky8ZVehGRVJUb41sbL51h0UoMSfgZ42oO7b03nHIKnH461NXBzTdDtQ7SEn7ZnikslmYOE5F0ZSOOxMZCPyoiXfgiM8+tYiP+NHICNw0/jAlvzOG8xY/B4YfDdtu5mcxOPHH9TGaZfF2/Ge+SpTp8IlIIgo516RwDNZRMikfPnm4q+z//GZ59FnbaCf7+d1AjUUJOM4WJiPjHwlhVWS5gXKq6dfH/XIOWxxNbBH2THt0YdMWFdF32Ltx3n6sl+dOfupnM/u//YOXK9DY+4HXbU3w9qHeR6vCJSC5VB8ScoOXJUGJIiktZGZxxhitwuOOOcNxxcNRR8L//5XvLRNpNVyhFpJQETSmeTMxbs3ZdtjevJI3deYuUlrdLeTkceST8978wezYMGQK//rW78HfOOfDhh2m/RNCMd8lSHT4RKQTZiEVZTwwZYw40xiw1xrxjjJmU7dcTAVw35OefhyuvhIcfdr2HHnss31sl0i66QikipSJecd9kYt7aJvUSzoY5b7adXj7e8njqFtZT+8CiVt9x7QOLWgo4GwOjRsE//gGvvOJmob3uOthmGzjpJFi8uP1vJE2Z6HUkIpKubMSirCaGjDHlwPXAQUB/YIIxpn82X1NkvfJymDQJ5s+HzTeHQw6BU0+Fr7/O95aJpERXKEWkVMQbOusXCyU3MtlzdcqjS2iMSeA1NlmmPLqk7Z0HDYK77nKzzp5xBsycCTvvDD/6ETzzTF7KBaTb60hEJBMyHYuy3WNoOPCOtfY9a+1a4F7g0Cy/pkhrO+/suiVfeCHcfru7/cwz+d4qkaTpCqWIlIp4CYjoWBhEE5JmRyZ7rq5c4z/zWdByAHr3hmuvheXL4bLL3EW/UaNg111dsqgpfu0pERGJL9uJoWogekDwR94ykdzq1MkVMPz3v6GiwjUmzjoLGlSjRcJBVyhFpBQkSkBEYuHIvt1977f7Nv7LJT2jduiR0vKs6d4dLr4YPvgAbrgBvvwSjjgCdtgB/vY3tetERNop78WnjTETjTHzjTHzV6xIfZyySEp2282NVz/jDPjjH2GXXeCll/K9VSIiIkLyQ2eXfeGfAAhaLunJZI2hjKisdDOXvfkm3H8/dOsGp5/uZjK74gqXMMqSoOLoIiJhlu3EUD3QM+r2Vt6y9ay1N1prh1lrh/XokeOrDlKaunZ1U9o/+SR8841LFl16KTTG6cIsIiIiWZfs0Nn6gCFnQcslPZmsMRQ0xX3Q8rjKy12PoXnzYM4cGDrU9Sjq1QvOPtsNPcugeMXRRURyKdNJ6mwnhl4CtjPGbG2M6QgcAzyS5dcUSc7++8Nrr8Gxx8Jvf+vGqS/xKXwoIiIiOaOhs4WnKiBpE7Q8nqAp7oOWJ8UY2GcfeOIJWLQIxo93FwH79oUTTsjYTGbxiqOLiORKNpLUWU0MWWvXAWcCs4A3gPustTrzlsJRVQV33ukKFy5f7q40XX21ihiKiIiIeL5r9G8XBS2PJ+vD0nbe2bXt3n0XzjwTHnooYzOZZbLnlIhIe2UjSZ31GkPW2iestdtba/taa6/I9uuJtMv48a630EEHQW2tK0793nv53ioRERGRvGtobE5peTw5S6706gXXXNMyk9mCBa59N3y4q0vUjouAmZydTUSkvbIRR/NefFqkYGy2GTz4INxxh+uGvPPOcOONaV1ZEhEREZEWOU+uRGYyW7YM/vpXWLUKjjoK+vVzt1OYySzZ4ugiItmUjTiqxJBINGPgxBPdWPRdd3UzXowdCx9/nO8tExEREU+ZSW25pCeTBaPzllyprHQzl0VmMuveHX7+c+jdGy6/PKmZzJItji4ikk3ZiKNKDIn46dXLzVr2pz+58eg77QT33pvvrRIRERGgUwf/JmzQcknPpYcMoKK8ddatotxw6SEDUn6uvCdXYmcy++EP4ZJLXNvvrLPggw/iPlzF0UUk37IRRztkbvNEikxZmStaeMABcNJJMGGCK2D4l7/AJpvke+tERERK1ncBtW2Clkt6Iicb02Yt5eNVDWxZVUntmH7tPgmpGVKd/4RKZCazffZxPcWvvhquv97NZnbMMa7m5KBB+d1GEZEAmY6juqwiksj228Pzz8MVV7jE0E47weOP53urRERESlY+iwDXLaxn5NTZbD3pcUZOnZ3W9MBhUtQ9ZQYOdDUm33sPfvlLePhhGDwYDjwQZs9WvUkRKXpKDIkko0MHuOgieOkl6NEDDj4YfvIT+OabfG+ZiIhIyclXnZq6hfVc+OBi6lc1YIH6VQ1c+ODikkgOlURCrGdP+MMf3ExmV1wBr7wC++6b1kxmIiJhoMSQSCoGDXLJoQsugFtvdTOXPfdcvrdKRESkpOSrTs20WUtpaGydHGhobGLarKVZfd18K7mEWLdu7oLgsmVuhtqvvnIzmW2/fcozmYmIhIESQyKp6tQJpk51w8s6dHBj0889F777Lt9bJiIiUjLyMbTp41X+CYGg5cWiVBNidO7seoi/8QY8+KDrNR49k5mGmIlIkVBiSKS9dt/ddTH+2c9ct+NddoH58/O9VSIiIpIl+axtlE+lmhBbr7wcDjsMXnjB9RQfMcL1IDcm8WNFREJAiSGRdHTt6mawmDULvv4adt0VJk+GxsZ8b5mIiIhkWL5qG+VbqSbE2jAG9twTHn0UHngg31sjIpIxSgyJZMIBB7ipTidMgClTYLfd4PXX871VIiIikkH5qm2Ub6WaEIuroiLfWyAikjEd8r0BIkWjWze46y6oqYGf/tQNLfu//4OzzoIy5WBFRESKQc2Q6qJPBMWKvN9ps5by8aoGtqyqpHZMv5L7HEREipUSQyKZdvjhsMceMHGiK0r98MNw++2w9db53jIRERGRdinFhJiISKlQNwaRbNh8c6irg9tucwWqd94Zbr5Zs1eIiIiIiIhIQVFiSCRbjIGTT4ZXX4Uf/tBNd3rIIfDJJ/nesqJljLnVGPO5Mea1qGXdjTH/Msa87f3bLZ/bKCLFT7FIRAqBYpGIJEuJIZFs690bnnoKrrsOZs+GnXaCGTPyvVXF6nbgwJhlk4CnrbXbAU97t0VEsul2FItEJP9uR7FIRJKgxJBILpSVwS9+AQsXwrbbwjHHuBnMvvwy31tWVKy1zwGxH+qhwB3e/+8AanK5TSJSehSLRKQQKBaJSLKUGBLJpX79YO5cuPxyeOAB13voiSfyvVXFbnNrbWT83qfA5vncGBEpWYpFIlIIFItEpA0lhkRyrUMH+PWv4b//he7dYexYN4PZN9/ke8uKnrXWAr4VwI0xE40x840x81esWJHjLRORUqJYJCKFIF4sAsUjkVKixJBIvgwZAgsWwPnnuxnLBg2C55/P91YVo8+MMVsAeP9+7ncna+2N1tph1tphPXr0iPuEJsXlIiJkIRaJtJeOYyUtqVgEahuJlBIlhkTyqVMnuOoqeO45N4vZ3nvDeefBd9/le8uKySPASd7/TwIeTvcJgy6tBV5yExHJQiwSaS8dx0paVmKR9imRcFNiSKQQ7LEHLFoEP/0p/P73MHQovPxyvrcqdIwx04EXgH7GmI+MMacCU4H9jTFvA/t5t0VEskaxSEQKgWKRiCSrQ743QEQ8G2wAf/0rHHoonHoqjBgBl1wCF14IFRX53rpQsNZOCFi1byZfp8xAs88lsDL1lxYRcheLRNpLx7HSkMtYpH1KJNzUY0ik0Bx4ICxeDEcdBZdeCrvvDm+8ke+tkih9e3RNabmIiEgh0XFMMk37lEi4KTEkUoi6d4d77oH774f334dddoFrr4Xm5nxvmQDvfL46peUiIiKFRMcxyTTtUyLhpsSQSCE74gh47TXYf384+2zYd19YtizfW1XyVGBRRETCTMcxyTTtUyLhpsSQSKH7wQ/g4Yfhllvc9PY77+z+b3WoFREREcmluoX1jJw6m60nPc7IqbOpW1if700SEUmbEkMiYWAMnHIKvPqqm7HstNNg3Dj45JN8b5mIiIhISahbWM+FDy6mflUDFqhf1cCFDy5WckhEQk+JIZEw6dMHnn7a1Rt66inYaSdXh0hEREREsmrarKU0NDa1WtbQ2MS0WUvztEUiIpmhxJBI2JSVwa9+BQsXQt++bvayY4+FL7/M95aJiIiIFK2PVzWktFxEJCyUGBIJqx12gP/8B6ZMcb2GBg6Ef/4z31tVErp2LE9puYiISCE5ftdeKS0XZ8uqypSWlxK1jUTCTYkhkTDr0AF+8xt48UWoqoKDDoLTT4dvv833lhW1wT03Tmm5iIiIhF/tmH5UVrROdFRWlFM7pl+etqhwqG0kEm5pJYaMMUcaY5YYY5qNMcNi1l1ojHnHGLPUGDMmvc0UkbiGDnUzlp13Htx4IwwaBP/+d763qmjNfdd/2F7QchERkUJy94vLU1ouTs2Qag4fWk25MQCUG8PhQ6upGVKd5y3LP7WNRMIt3R5DrwHjgeeiFxpj+gPHAAOAA4G/GGPUj1Akmzp3hmnT4Nln3e299oLzz4fvvsvvdomIiIgUgbqF9cxcUE+TtQA0WcvMBfWalUxEQi+txJC19g1rrV8Z/kOBe62131tr3wfeAYan81oikqQ994RFi2DiRJcoGjbMFaoWERERkXbTrGQiUqyyVWOoGvgw6vZH3jIRyYUNNoAbboAnnnCzlQ0fDpddBuvW5XvLREREREJJs5KJSLFKmBgyxjxljHnN5+/QTGyAMWaiMWa+MWb+ihUrMvGUIhJx0EHw2mtw5JGuSPXIkbBUV7VERERKWcdyk9JycTQrmYgUq4SJIWvtftbanXz+Ho7zsHqgZ9Ttrbxlfs9/o7V2mLV2WI8ePVLbehFJrHt3+PvfYcYMeOcdGDwYrrsOmpvzvWWhNbJv95SWi4iIFJKjftgzpeXiaFayYGobiYRbtoaSPQIcY4zpZIzZGtgO+G+WXktEknHUUa730L77wq9+BfvtBx98kO+tCqVlX/h3GQ9aLiIiUkjmvOnfSz9ouTg1Q6q5cvxAqqsqMUB1VSVXjh+oWclQ20gk7Dqk82BjzGHAn4AewOPGmFestWOstUuMMfcBrwPrgDOstU3xnktEcmCLLeDRR+HWW+Gss2DgQPjjH+Hkk8Go+3iyVGNARETCTMex9qsZounp/WifEgm3dGcle8hau5W1tpO1dnNr7ZiodVdYa/taa/tZa/+R/qaKSEYYA6eeCq++CkOGwCmnQE0NfPZZvrcsNFRjQEREwkzHMck07VMi4ZatoWQiUui23hrmzIHf/x5mzYKddoKZM/O9VaEwagf/emhBy0VERAqJjmOSadqnRMJNiSGRUlZWBuecAy+/DL17wxFHwPHHw8qV+d6ygqbaDCIiEmY6jkmmaZ8SCTclhkQE+veHF16AKVPc7GUDB8KTT+Z7qwqWxtGLiEiY6TgmmaZ9SiTclBgSEaeiAn7zG3jxRdh4YxgzBn7+c1i9Ot9bVnA0jl5ERMJMxzHJNO1TIuGmxJCItDZ0KCxYAOeeCzfcAIMGwdy5+d6qgtJnE/9GTtByERGRQqLjmGSa9imRcFNiSETa6twZrr7aFaduaoK99oJp0/K9VQXjxff8azAFLRcRESkkOo5JpmmfEgk3JYZEJNjee7tp7U85xfUcEgCarE1puYiISCHRcUwyTfuUSLh1yPcGiEiB23BDuOmmfG9FQSk3xrehU25MHrZGREQkNTqOSaZpnxIJN/UYEhFJ0YQRPVNaLiIiUkh0HJNM0z4lEm7qMSQikqLLawYCMH3ehzRZS7kxTBjRc/1yERGRQqbjmGSa9imRcFNiSESkHS6vGajGjoiIhJaOY5Jp2qdEwktDyURERERERERESpQSQyIiIiIiIiIiJUqJIRERERERERGREqXEkIiIiIiIiIhIiVJiSERERERERESkRCkxJCIiIiIiIiJSopQYEhEREREREREpUUoMiYiIiIiIiIiUKGOtzfc2rGeMWQF8kMGn3BT4XwafL5vCsq1h2U7QtmZDstvZ21rbI9sbky1ZiEXpCsv+kaxiej/F9F6guN7PpkBXxaKcKKb9xk8xv79ifm9QOO8v1O0iyGk8KpTvLFv0/sIt7O8vMBb9P3tnHh9FkT3wbyUMkKASEDwIIKgIiigIKognKqgoxBNvXdd1D1cFXVbcHwq4KLjseu8h633sCohGEFdAwAtFBQMiCqKiaEBFJSoQICT1+6O7Q2fS3dMz0zPTM/O+n898IH1Wd1e9evXqvVehMgwFjVJqsda6T6bL4YdsKWu2lBOkrKkgW8qZa+Tae8+l58mlZ4Hcep5cepawk+vvOpefL5efDXL/+XKRXP9m8nzZTS4/n4SSCYIgCIIgCIIgCIIg5CliGBIEQRAEQRAEQRAEQchTct0wNDnTBYiDbClrtpQTpKypIFvKmWvk2nvPpefJpWeB3HqeXHqWsJPr7zqXny+Xnw1y//lykVz/ZvJ82U3OPl9O5xgSBEEQBEEQBEEQBEEQ3Ml1jyFBEARBEARBEARBEATBhZw1DCmlTlFKrVJKfaKUGpXp8jihlOqglFqglPpQKbVCKXVdpssUC6VUoVKqQin1QqbL4oVSqkQp9YxSaqVS6iOlVL9Ml8kJpdQI89t/oJT6r1KqeabLZKGUelgp9a1S6gPbttZKqblKqdXmv60yWcZ8IBtkmV+c6lS2ko3y2w2lVHOl1DtKqWXms4zLdJmSJVv6qlxCKXWuWX/qlFI5sWJLLsnfaHJJHkeTS/I5n8jl9gbS5rKZXNSTnMhJw5BSqhD4O3AqcBBwgVLqoMyWypEdwA1a64OAvsDVIS2nneuAjzJdCB/cA7ykte4GHEoIy6yUKgWuBfporQ8GCoHzM1uqBjwKnBK1bRQwT2vdBZhn/i2kiCySZX55lMZ1KlvJRvntxjZggNb6UKAncIpSqm9mi5Q02dJX5RIfAGcBr2W6IEGQg/I3mkfJHXkcTS7J57wgD9obSJvLZnJRT2pEThqGgCOAT7TWn2mttwNPA0MzXKZGaK3Xa63fM///M4YSW5rZUrmjlGoPDAYezHRZvFBKtQSOBR4C0Fpv11pXZbRQ7jQBipRSTYBiYF2Gy1OP1vo14IeozUOBx8z/PwaUpbNMeUhWyDK/uNSprCTb5LcX2mCT+WfE/GVtAsJs6atyDa31R1rrVZkuR4DklPyNJpfkcTS5JJ/ziJxubyBtLpvJNT3JjVw1DJUCX9r+/oqQV06lVCegF/B2hovixd3AH4G6DJcjFp2BDcAjZijBg0qpFpkuVDRa60rgr8BaYD3wo9Z6TmZLFZM9tdbrzf9/DeyZycLkAVkny/KRLJHfnpihV0uBb4G5WuusfRayp68Swo3I3xwgF+RzniDtLUfI1TaXY3qSI7lqGMoqlFK7ANOB4VrrnzJdHieUUqcD32qtl2S6LD5oAhwG/FNr3QvYTAhDnsz8PEMxDFntgBZKqYszWyr/aGNJw5yzlgtCPGSD/PaD1rpWa90TaA8coZQ6OMNFSogs66uyDqXUy2ZOvOhfTs3sC7lBrshnQcgWcrnN5Yqe5EWTTBcgRVQCHWx/tze3hQ6lVASjAT2ltX420+XxoD8wRCl1GtAc2E0p9aTWOoyGjK+Ar2yW3GcIoWEIOAlYo7XeAKCUehY4Cngyo6Xy5hul1N5a6/VKqb0xrOZC6sgaWZaPZJH89o3WukoptQAjD0I2JsjMpr4q69Ban5TpMqQRkb9ZTC7K5xxH2luWky9tLgf0JFdy1WPoXaCLUqqzUqopRkLfGRkuUyOUUgojD85HWus7M10eL7TWN2mt22utO2G8z/lhVbS11l8DXyqlupqbTgQ+zGCR3FgL9FVKFZt14UTCnyx1BnCZ+f/LgOczWJZ8ICtkWT6STfI7FkqptkqpEvP/RcDJwMqMFipBsqmvEkKPyN8sJZfkcx4h7S2LyfU2l0t6khc5aRjSWu8Afg/MxhhoT9Var8hsqRzpD1wCDFBKLTV/p2W6UDnCNcBTSqn3MbLH357Z4jTG9Gh6BngPWI7RHidntFA2lFL/Bd4CuiqlvlJK/RKYCJyslFqN4fE0MZNlzHWySJb5wqVOZSu5JL/3BhaY8vJdjNh5WeZdiAul1JlKqa+AfsAspdTsTJcpGXJN/kaTY/I4mlySz3lBrrc3kDaX5eSFnqSMNCGCIAiCIAiCIAiCIAhCvpGTHkOCIAiCIAiCIAiCIAhCbMQwJAiCIAiCIAiCIAiCkKeIYUgQBEEQBEEQBEEQBCFPEcOQIAiCIAiCIAiCIAhCniKGIUEQBEEQBEEQBEEQhDxFDEOCIAiCIAiCIAiCIAh5ihiGBEEQBEEQBEEQBEEQ8hQxDAmCIAiCIAiCIAiCIOQpYhgSBEEQBEEQBEEQBEHIU8QwJAiCIAiCIAiCIAiCkKeIYSiPUEp1VUotVUr9rJS6NtPlEQRBELkkCEKmEPkjCELYyCW5pJTSSqn9zf//Syl1c6bLJLijtNaZLoOQJpRSDwE/aa1HJHmdV4AntdYPBlIwQRDyFpFLgiBkCpE/giCEjVySS0opDXTRWn+SqTII/hGPofxiH2BFpguhlGqS6TIIghAackIuiVwThKwkJ+SPIAg5hcglISOIYShPUErNB04A7ldKbTLdFP+qlFqrlPrGdO8rMo9tpZR6QSm1QSm10fx/e3PfbcAxtuvcr5TqZLoKNrHd7xWl1JXm/y9XSi1USt2llPoeGKuUauZ2f4eyH6+U+kopdYNS6lul1Hql1C9s+1sqpR43y/uFUmq0UqpAKdXaPO8M87hdlFKfKKUuTdFrFgQhDnJELt2olPoaeEQpNVYpNU0p9aTpAr5cKXWAUuomU3Z9qZQamNq3KgiCH7Jc/riWx9zfWSn1mimHXlZK/V0p9aRtf1+l1JtKqSql1DKl1PGBv2BBEOImm+WSeY2RyhinrVNKXRG171Gl1Hjz/23M8lYppX5QSr2ulBK7RIaRD5AnaK0HAK8Dv9da7wL8BjgA6AnsD5QCt5iHFwCPYFisOwLVwP3mdf7Pfh2t9e99FuFI4DNgT+A2YKLH/TEFxdG28/cCWprH/RL4u1KqlbnvPnPfvsBxwKXAL7TWPwBXAP9WSu0B3AUs1Vo/7rPMgiCkkByRS63NMl1lbjsDeAJoBVQAs82ylwK3Ag/4LJsgCCkky+WPa3lM/gO8A+wOjAUusV2nFJgFjMeQX38Apiul2vostyAIKSKb5ZJS6hQMeXIy0AU4yeM+NwBfAW3Ne/0JkPw2GUYMQ3mIUkphDGJGaK1/0Fr/DNwOnA+gtf5eaz1da73F3HcbhsElGdZpre/TWu8Atnrd3yxDidb6Ddv5NcCtWusarfWLwCagq1Kq0DzvJq31z1rrz4G/YSpBWus5wDRgHnAa8Oskn0MQhBSQpXKpDhijtd6mta42t72utZ5tXnMahtIzUWtdAzwNdFJKlSRZbkEQAiTb5I9XeZRSHYHDgVu01tvNc2bY7nsx8KLW+kWtdZ3Wei6wGENHEgQhJGSbXALOAx7RWn+gtd6MYZR2owbYG9jHHNu9riXxccaR2MH8pC1QDCwxZA4ACigEUEoVY3jXnIIx6w2wq1KqUGtdm+A9v/R7fxe+N4WUxRZgF6ANEAG+sO37AsOibTEZ+D1wu9b6+4RKLwhCqslGubRBa701ats3tv9XA9/ZymcZj3YBqhIpsCAIKSGr5I9XeYB2wA9a6y1R9+pg/n8f4FxlhtmbRIAFCT6HIAipIavkEobsWWL7+wuX4wAmYRiO5pjXnqy1nphAeYUAEY+h/OQ7jAFKd9PSW6K1bmm6LILh3tcVOFJrvRtwrLndkgrRFt3N5r/Ftm17RR1jPyfW/eN9lhoMRceiI1AJYCpJk4HHgd8pc8lEQRBCRzbKJZndEoTcINvkj1d51gOtzUGjRQfb/78EnrDdp0Rr3UIGZYIQOrJNLq2noazp6PZgZpTHDVrrfYEhwPVKqRPdjhfSgxiG8hCtdR3wb+AuM/cOSqlSpdQg85BdMQRBlVKqNTAm6hLfYOTzsa63AcMQc7FSqtBMNrZfEveP51lqganAbUqpXZVS+wDXA1aSRStm9QoM6/TjprFIEIQQkUtySRCE7CIL5Y9rebTWX2CEho1VSjVVSvXDyH1m8SRwhlJqkFm25spIpt8eQRBCQxbKpanA5Uqpg0zDdHR56lFKna6U2t8Ml/sRqMUIzxcyiBiG8pcbgU+ARUqpn4CXMazOAHcDRRiW4kXAS1Hn3gOco4wM+Pea234FjAS+B7oDbyZxf5SRQf8Yn89yDYYV/DPgDYykiw8rpXpjGIkuNQ1Id2AYiUb5vK4gCOkll+SSIAjZRTbJn1jluQjoZ957PDAF2Aagtf4SGIoxcbYBw4NoJDImEIQwkjVySWv9P7NM881z5ntct4t5rU3AW8A/tNYSzpphlOR5EgRBEARBEITcRCk1BViptXadwRcEQRDyG5kdEARBEARBEIQcQSl1uFJqP6VUgbmE9FCgPMPFEgRBEEKMrEomCIIgCIIgCLnDXsCzwO7AV8BvtdYVmS2SIAiCEGYklEwQBEEQBEEQBEEQBCFPkVAyQRAEQRAEQRAEQRCEPEUMQ4IgCIIgCIIgCIIgCHmKGIayGKVUM6XUw0qpn5RSXyulrvc49mCl1Gyl1HdKqUbxg0qpTkqpF80lDb9WSt2vlGpi7jtAKfW8UmqDUuoH8zr2pQovV0rVmksWWr/jbft7KqVeV0r9qJT6Sil1s21fU6XUM0qpz5VS2n6euX+EUuoz8xnXKaXusspl7v9cKVVtu+8c277zlVKrzPt+q5R6TCm1m23/75VSi5VS25RSj0bd9yBz30bz97JS6qCoYw5TSr1m3vcbpdR1PssV61t4leuiqPe8xXxvvaOvIwjpIh5ZFHXePLP+2tu0l7yI2S7N45oqpT5SSn3lct9Lzfte6fdcpdQZSqkPzHb3pv2+Ptr0k0qp9eb7+dh+31gy0Ee5tFJqs00mPGjbN9Is889KqTVKqZEO173O3LfZvP4Btn3XmPt+Mt/70X7LJQjpIh75E6ut2o7ropTaqpR60rZtsFLqDaVUlXmfB5VSu/oth1LqPLOt/KyU+lApVWbbF0tf2RT1q1VK3Wfbf6JSaqWpEyxQSu1j27ci6twdSqmZtv2FSqnxytCxflZKVSilSvyUy+t9mdsvVEp9YcqXcqVUaz/PpJTqq5Saqwydc4NSappSam/buf+LOne7Umq5Q7mOM2XkeOcvLQjBEY8sMo8fYR73k3les6j9jv1zLFlkO7+12X7eiNperJT6hykHf1RKvWbb56o3KKU6OrRbrZS6wdyvlFL/p5Raaz7T01FyrLVSaopS6nvz3k+5yJNG7da89nilVKVZ5leUUt1t+89Thm62RSn1isM1Byil3jPL9ZlS6qqo/V6y6hVTvlnPvCrq3LZKqf+Y5dqolHrKtq9UGWPoH5Sh0/4mumyhQmstvxD8gCYJnDMBeB1oBRwIfA2c4nJsV+CXGCtTaIf9LwKPAs0xkhYuB6419x1hntsaiAB/xlj21Dr3cuANj3J+CNwGFAL7AeuBIea+psBw4Ghz+/FR5+4HlJj/bw3MB6637f8cOMnlvh2ANub/dwGeAu617T8LKAP+CTwadW4J0AlQZrmvBd637W8DfAtcBDQDdgUO9FmuWN/CtVwOx14OfIqZL0x+8kv2l2pZZDvnIuA1QNvvGUNeeLZL2zX+z7z2Vw77WgErgQ+AK/2cC3QBfjLlVBPgJuATq9w+2nR3oJn5/27m++lt/u0pA2M9k/n+9nc554/AYWaZuwJfAOfb9l8JvA8cZL7T/YDW5r4jgc1Ab3Pfb4ENQKHfdy0/+cX7S7X8idVWbcfNMa/5pG3bhcApQLF5r/8B//JTDqAU2A6caranwcAWYA9zv6e+ElW2XYBNwLHm322AH4FzMXS4ScAil3MVsAa41LZtPIZutY+5/2CgeTzlcnlf3YGfgWPNc/8DPO3zmU41n2c3830/DLzk8b1eAW6J2hYBlgKLgPGZrtvyy65fGmTRIOAbs520MuvwRNt+r/7ZUxbZrvFvjP75jajtTwJPA20xdKnetn2eekPUdToDtUAn8+/LMPSrDmabfh54zHb8P0xZsRvQEngZuDPqmo7tFjgPWAfsa5Z5AvCebf9J5jG3AK84XPNH4NfmuzzclDeHmvs9ZZX5bRrpi7b9rwN3ms8UAXrZ9i0A7ja3Hwr8AJyQ6frt+iyZLkC2/MyKdBeGMeAnDMPJwea+IuBvZuP5EXgDKDL3DQFWAFVmxYo2HtxoNvxtZiPsC7xpHr8Ml0GCef46YKDt7z/j0unajtkf54HLR8Bptr8nAQ+4XKM1xmBkd/Pvy/E2DG0BDrL9PQ24yeG4r2I87+6mEPlH1Dt0NMBEnbsL8DjwosO+8XgYYMzvcjWwxbbtduAJj3NilsvtW/gtl3nMAmBMutuD/DL3ywVZhNF5fmzeI9ow5FdeNGqX5vbOpjw7FWfD0L+A3+HQ0budC/wemGX7uwCoBk6MOt+zTZvHdMUwAJ3nsM9RBno9Ex6GIYfr3AvcZ3uGL6OfwXbsMOAd298tzHvt7fddyy/3frkgf8xjXNsqcD4wFRiLzdDhcNxZwHI/5cAwtH4bdf4GoJ/DdV31FXP/ZcBn7FxA5irgTdv+FqZ86uZw7nEYA6AW5t+tMAZI+/n49o7lcntfGHrSf2x/74dhHNs11jM57D8M+NllXydsg1Pb9lHAXzAmPcUwlGO/bJdFGMaH221/nwh8bf7fs392uFYDWWRuOwp4C/gFtjEaxuTUT8BuPq9drzc47BsDLLD9/QwwMqoMW4Fi8+//Ab+z7b8amB11Tcd2a36Xqba/uwNbHcp0JY0NQ3ti6C/Ftm3vAheY//eUVXgYhoCBZr0pdNi3i3nftrZtk/EYP2b6J6Fk/hmIYUk8AGNQcx7wvbnvrxizqkdhGE3+CNSZLn//xZgNbovhlTNTKdXUdt0LMGaOSjAq7iwMg0Br4A/AdKVUWwCl1Cil1Avm/1sBe2MIKYtlGA0lEe4GzjfdC0sxFP2XXI49FkN4fW/b1st0C/xYKXWzsoWGmNe+VCkVUUYIWj8MA48vTPe+n4DvMKytD0Qd8pTpKjlHKXVo1LlHK6V+xFCEzjbL4hulVBWGULsPQ3BY9AV+MN0Wv1VKzVRKdfRbriBQhqv4sRiKmpA/5IIsuh3DI+5rh313E0NeeLRLzG1/whgYNUApdQTQB8M45ITruRhKqP3/1sy6L0y37S0Ys2nrMb6BX7zKBfCa6U7+rFKqk8v9FXAMhkIM0N78HayU+tJ0GR+nlLL0gv8BhUqpI5VShcAVGLN49m8Wq1xC7pEL8scVM6zhVsBPOOyxmO3JRzkWAx8ppYYoI3SrDGPg+b7t3n71lcuAx7U5yjDvUX9frfVmDE9ip3dwGTDdPAagB7ADOMeUIR8rpa62n+BVrhjvK7pcn2IMtg5wODb6maKpf9cOXAq8rrX+3FaufTBk1q0u5wjZT7bLou4Ox+6plNqd2P1zNA3ah9ln348xqRXdpo7AMJiNM8dty5VSZztd1EFviN53KfBY9K6o/zfD8LoG+DtwulKqlfm+zsbQNaxrerXbp4H9lJHeJIIhM9zGqQ3QWn+D8d1/YcrffhgeklaInR9ZNcF8XwtVw5D/vsAq4DFlhMi9q5Q6LupdRL8T37pj2sm0ZSpbfsAAds5wF9i2WzPHhzqcczMNrZsFQCWmtRnDwniFbf+NRFkRgdnAZQ7X7oDR2Jvbtp0MfB7jOdw8hg4ElmAoCBrDUtto5gZDUFViWlnNbftizBwXYCgZH2Kb4ccQzJ/Yrj3OpWyxPIa6YFjf97Jt648xM1CMEd7xNWboWdS5pRizWQc47IvlMdQCw8NgsG3bxxizB4djuG7fCyyMp1xu3yKOct1MlFVcfrn/y3ZZhGGYWYoxE9eJxh5DfuWFU7s8E/if+f/jaej1U4gxOOtr/v0KthmgGOd2wwirOh4j9OtmoI4oTyYfbboQI2RsNBBx2N9IBnqVy9x2rFmmEgxF8AMcXOCBcRiKjxXSdpT5fmexM0TvY+BX5n6FYfSpMb/Fd8Dhfsslv9z8keXyx3aMmy50D3Cj+f+xuHgMmffYiKlT+CkHRgjbJrM9bcEmu6Ku7aWv7IPhHdPZtu0hbCEo5raFwOVR24oxPAWOt2270Cz3Qxg6yyEYnkwn+ymX1/sC5gG/ibpGJY1lXKNnitp/CEb4xTEu+z9xeNbngWHm/x9FPIZy7pftsgjDeHuK7e+IeX4nYvTPUddpIIvMbSOAf5r/v5yGHkN/Mq89FkN3OA5DLh3ocO0GekPUvmPM83axbbvSLGcnDGPdDPNe/cz97TAm+urM31ygqe1813ZrlvUe83o7MEJiG8kMHDyGzO1nYITu7TB/v7Lt85RVGB6fu2IYuS7DMJLvZ+6bbJbpl+Y3PB9jfGiF4L6BMYnWHMPz8QdgVabbj9tPPIZ8orWej6F0/x34Vik12ZwpaYPxsT91OK0dhlXWukYdhmtgqe2YL23/3wc4VxnJxKrMWfGjMSzQ0Wwy/7Un7doNo7LGhWmBfgl4FmOw1QbDvfiOqOPaYsSG/kNr/V/bc32mtV6jta7TWi/HsPSeY57T2rz2rRjvqQMwSCn1u3jLqbVejWG1/odt20KtdbXWeovWegJGYzzG4dxKsxxPJ3DfzRgeBo8rpfYwN1cDz2mt39Vab8UQnkcppVrGU64kcbLUCzlONssiU9b8A7hOa73DYb9veRHdLpVSLTDcj691KCMYRqT3tdaLHO7rea7WeiWGMnA/hrdPGwwDeFwJl7XWtVrrNzAM7L+NdbyPZ0Jr/ZrWervWugq4DsNIf2DUdX6PIS8Ga623mZstL5+/aK2rtDHb/gBwmrn9lxgu6N0xFLKLgReUUu38lEvITbJZ/sRCKdUTI0/FXTGO64sRBnKO1vpjP+VQSp2E0WaOZ+dg7EHzng2Ioa9cgjHIW2Pbtinqvg3ubeMsjEHJq7Ztlhy41dRZ3jfve1rUuY3K5eN9+S2X0zNh3mN/DI+C67TWrzvsPxojL+Yztm1nYISATHEpl5AD5IAsim4f1v9/Jnb/DDjLIqVUO4y++f9c7luNMeEz3tQdXsVISzEw6tpOeoOdyzC8DzfZtj2M4ZnzCsZ4bYG53dKVpmIYjnY1n/dTjHxHftrtLRiT8R0wvu84YL5SqtjlePuzdMOQW5diyN/uwB+VUoPNQzxlldb6ba31z1rrbVrrxzAM79a3qMYw/j2kta7RWj+NUYf6m/svwtDLvsTwlH+SOHXHdCKGoTjQWt+rte6NkQjsAGAkxizqVox4xGjWYQgVoN7trgOGFbL+srb/f4lhmS6x/VporSc6lGUjxgDlUNvmQ3F3tfWiNdARuN+s9N8Dj2ATQKbL3xxghtb6thjX0+x0m9sXqNVaP6613qG1/goXpcMnTXB+1073jvdcLwowZtuszuN9Gn473egM/+WKG6VUf4wO7plYxwq5RxbLot0wPIamKKW+xojxBvhKKXUM8csLe7vsgjFL9bp57WeBvc3wiE4Y8ftnmn9/jTEj9zel1P0+zkVr/YzW+mCt9e4YcfWdbOWPF7+yKGa5HGgga5RSV2DE7J9ovk+LVRiu0m5yrCfwgtb6Y9Po/xLGdz4qwXIJOUIWy59YHI9Rr9ea9foPwNlKqfdsZe+FMQt+hdZ6Xhzl6Am8prVebLand4G3MQwrTrjJCKcJoRX2+5qG2/1o/A4uo3G4lhXK5lefsZfreLzfV3S59sWYcbeMaV7PZIWVvAz8WWv9hEt5LgOejRqcngj0scn6YcBwpdTzHs8lZCFZLotWOBz7jTkGi9U/u8oijFCxvYEPzfp/D3CE2R4KsYWvelzbTW+w9hdhJIdv0G5N2TZGa91Ja93efMZKdr7fnhj5azebbfZf7NTvYrXbnsAUrfVXpn74KIYTQ6OVaR04GPhYaz3bLOMqDG+sU839fmVV/aOyU8+KHg9i/1tr/YXW+nStdVut9ZEYhst3fJQ5M+gQuC1lww/DSnkkhptYC4xZk3Hmvr9juKG1wwgV6IdRobpihB+caJ73B4zkek3N8z7HlqAYQzh9jZGpvhDDIno80N6lTBMxZn5aYYQ6rMc9+70yr3cQpqsjNtdAs1yjMDr9EuA5zERcGIO5dzAMR07XPhXY0/x/N4xQhjG2c6sw3JULMGZ23qJhwrVmZnm+wrBYN2dnUsUr2blqx0EYjfdO8++OGBbZpuY5IzFcoK2k2BcBHc3/72O+q2dt921injcBeML8v7XK0MlAL/M77IYRKraOnSt1DMBw3expftu7MGLc/ZQr1rdwLZftmMkYCl7G24b80vsji2WRWff3sv0ON9tAqdlePOWFV7s024392meZ+/Yyjy+J2v8mRl6MlrHONe/d27xOW4xZr/9EPZdjmwb2wHAt3sU8f5D5LYbYzneUgT6eqTuGDCo0r383hkIZMa97kfkdG7mIm/sfB17AmL1rj5H/6JfmvsswlKJ9zbKcjBH+0s3P+5Jfbv7IYvljHuvVVouj6vVfMSZf2pr7D8YIRRgWbzkwPIS+A3qaf/fCyIcy0PzbU18xtx9lvsddo7a3xUiwe7b5PHcQtSqZ2b534JBkGmPVogfMb3UgRjLfE2OVy8f76o4RunaMWVeeJCoRr8czlWJ4E/zBoy4Wmc89IGr7rlHlmoKho7XOdPuRX3A/sl8WnWJe+yAM/WQ+DVcl8+qfXWWR+Zz2+n8dhhF6L3N/BCP88maMvrw/hmdMN3O/p95gHnOh+a5U1PbWGAY5ZT7XB8BVtv0LMMKqiszfPzAT58dqtxgTcm9g5H0qwPA03MzOlaut7/MbDJnWnJ260H4YXkED2LnC2ydW2fCQVea3GcROPfMi874H2J55I4bOVIgRMfMDO0PJDjSfzfK8/g5bMuqw/TJegGz5YQiR982K9R3Gkp27mPuKMBTySoxO6jV2Zr8/EyPk4EcMYdHdds3PiVq5CkPIvWpWqg0YFk2rU/4TZk4H8+9mGG57P2EICPsy7h3NslrndsJQguy/z23H98Rw/dtoPt9Udhp7LjOP32xec1PUtf9q3n8zhoC9FVv+DLMhvmu+g68xlk8sjnoP0WXrZO57xHbtzzFWS7OMM93Nb7IZQ8GaB/SxXfc2jIHWZvPfyZjGGXP/WIf7jjX3nYshhDfZvsMhUd/qt+Y33wjMBDr4LFesb+FaLnN/c4zBs6/VCuSXWz+yXBZF3cNqC/YcQ67ywk+7tF3neDzy3uC9ykSjczEUkp/N9/EA5qo+Uc/RqE1jDNpeNdustXLKr6Ku/bnD+Z1ilct8V6swZM23QDnQxbZ/DYbLuF1u25fX3g3DI+tnjJnRW9hplFcYsnytuf8j4JJE3rX8cudHlssfr7bq8KxjaZgz5xGMvBj29rTCTznM/b/HGIz8jKEr3WDb56mvmMc8gMtqNhieRysxwhpeofEKXTdhTl45nFuKMajeZJbr1/GUy+19mdsuNGXIZoz8Ia39PBPGIFBHvetNUcdcgBEW5LiSme24R5EcQzn3I8tlkbntevO4n0z5Yp8k9uqfPWVRVPkvp/Fy9d0xJt02m+/iTNs+T73BPGY2hidf9L0OwNBJtphtM1oGdsYYL31vvs+XsOksUcc2aLcYY5+/YxjbfgLeo2GOpstpLNsfte0/D8NQ9TOGLLuDhrmpHGUVhg73rnleFbCIqBxsGAal5ea7WowtHxpGovMN5nXfwDYeDOPPqmCCIAiCIAiCIAiCIAhCniE5hgRBEARBEARBEARBEPIUMQwJgiAIgiAIgiAIgiDkKWIYEgRBEARBEARBEARByFPEMCQIgiAIgiAIgiAIgpCniGFIEARBEARBEARBEAQhT2mS6QLYadOmje7UqVOmiyEIQpIsWbLkO61120yXI1FEFglCbiCySBCEMJDtsghEHglCLuAli0JlGOrUqROLFy/OdDEEQUgSpdQXmS5DMogsEoTcQGSRIAhhINtlEYg8EoRcwEsWSSiZIAiCIAiCIAiCIAhCniKGIUEQBEEQBEEQBEEQhDxFDEOCIAiCIAiCIAiCIAh5ihiGBEEQBEEQBEEQBEEQ8hQxDAmCIAiCIAiCIAiCIOQpYhgSBEEQBEEQBEEQBEHIUwJZrl4p9TnwM1AL7NBa91FKtQamAJ2Az4HztNYbg7ifIAiCGyKPBEEIAyKLBEEIAyKLBEHwQyCGIZMTtNbf2f4eBczTWk9USo0y/74xwPs1oryikkmzV7Guqpp2JUWMHNSVsl6ljfaVFEfQGn6srml0XBjKl84y+SmbFyff+Qqrv91c/3eXPVow9/rjEzrebxky/a6ErCDj8ijXCGu7S6ZcQT5TotcK+r0mU46xM1ZQVV0DQIGCOr1zf6FS9N23FZ9/X+372kH0u+UVlYybuYKNW4xylRRFGDukeyjqnk9EFvkk2baQA3UFyJysDZuM91Met2P8yh6n8wEmzV5FZVU1CrDEoFKgNZSWFNFp9yIWfbaRWq0pVIoLjuzA+LIeaXw7CZEWWTS6fDn/eXttff9RaPYlGlzfldP3svoiO6Uu3ziZ+hGGum4nmbEQENrnErIDpbWOfVSsixiW6D52gaOUWgUcr7Ver5TaG3hFa93V6zp9+vTRixcvTqgM5RWV3PTscqprauu3FUUKmXCWIXyi99mxjktl44m3fOkok5+yed0/2shj4WYc8jr+6hO6+CpDomUV0otSaonWuk+G7v05ScqjZGRRLhLWdpdMuYJ8pkSvFfR7TaYcI6cto6YuPn3A69pOZfF7boNyPbOMmtqG5YoUKCade6ivdySyKDtIti0EUVfCQKZkbdhkvJ/yuB1zdu9Spi+pjCl7oLHuHSlQoGhUj/xwcd+OnsahbJdFEFsejS5fzpOL1sYsj/1dxeoronH7xsnUjzDoM+C/HTod51R3w/JcQrjwkkVB5RjSwByl1BKl1FXmtj211uvN/38N7BnQvRyZNHtVI6FSXVPLpNmrHPc5HRem8qWjTH7K5oWTkSfR7X7LkOl3JWQFGZdHuUZY210y5QrymRK9VtDvNZlyxGsUinXtIPrdSbNXOQ7Qaup0xuueT0QW+STZtpADdQXInKwNm4z3Ux63Y/779pe+ZI/T+TV1OiGjEMB/3/4yofPSRFpkkd93YD8uVl8Rjds3TqZ+hEGfAf/t0G/dDctzCdlDUKFkR2utK5VSewBzlVIr7Tu11lop5ShpTQF1FUDHjh0TLsC6quq4tid6XKIkUr5UlynWfdJ1/3jKEIayCqEnIXkUlCzKRcLa7pIpV5DPlOi1gn6vQZcjlff0c0wY+sckEVnkk1TqcFlSV4DMydqwyXg/5XE7ptZHJEQqnsvPfTNIWsZpft+B/bhEvoXbfZKpH2GQE8mOheK5piA4EYjHkNa60vz3W+A54AjgG9M1EfPfb13Onay17qO17tO2bduEy9CupMh1u9s+P+cHRSLlS3WZYt0nXfePpwxhKKsQbhKVR0HJolwkrO0umXIF+UyJXivo9xp0OVJ5Tz/HeO3PdN3zg8gi/yTbFrK9rlhkStaGTcb7KY/bMYVK+bp+0M/m576ZIl3jNL/vwH5cIt/B7T7J1I8wyIlkx0LxXFMQnEjaMKSUaqGU2tX6PzAQ+ACYAVxmHnYZ8Hyy9/Ji5KCuFEUKG2wrihQyclBXx31Ox4WpfOkok5+yedFljxaBbfdbhky/KyHchEUe5RphbXfJlCvIZ0r0WkG/12TKESmIf1Djde0g+t2Rg7oSKWxcrkiBynjdi4XIovhIti1kc12xkylZGzYZ76c8bsdccGQHX7LH6fxIgXKsR3644MgOCZ2XatIpi/y+A/txsfqKaNy+cTL1Iwz6DPhvh37rblieS8gegggl2xN4ThkW2CbAf7TWLyml3gWmKqV+CXwBnBfAvVyxEmt5ZWPP5Kpk8ZQv3Znk/ZTNibnXHx/XqmR+jo9VhkTLKuQNoZBHuUZY210y5QrymRK9VtDvNdlyBLkqWXRZSoojbK2ppbqmDoDmkdjzUtY1snSlKZFFcZBsW8jyulJPpmRt2GS8n/J4HdNnn9a+df48WJUsbbLIegfxrErm1Ff4WZXM/o2TqR+Zrut2/LZDt+P8nCsIXgSyKllQ5MvqG4IzYV4+UoiPTK6+EQQiiwQhWDK16pHIIkEQIPM6ZrbLIsi8PMr0NxSEXMBLFgWVfFoQkiJ60FBZVc1Nzy4HEKEvCIKQJlKleHuttiIyXhCEVCI6ZvYj31AQUk/eGIbEyhxuZNAgCIKQWYJQvN362rCteiTkNqLzCXZEx8x+8uUbiuwSMkleGIayycqcrwJBBg2CIAiZJVnF26uvbVdSRKWDPJcVU4SgySadL5vIZv1UdMzsJ93fMBP1XWSXkGkCWa4+7Hgpu2HCEgiVVdVodgqE8orKTBct5YRtqVRBEIR8I1nF26uvDduqR0Luki06XzaR7fqp6JjZTzq/Yabqu8guIdPkhWEoW2YK8lkgyKBBEAQhsySreHv1tWW9SplwVg9KS4pQGKvLpDrxtJCfZIvOl01ku34qOmb2k85vmKn6LrJLyDR5EUqWLS7s+SwQwrZUqiAIQr4xclBXx5XD/Cresfrasl6lItOFlJMtOl82ke36qeiY2U86v2Gm6rvILiHT5IVhKFllN13ku0CQQYMgCELmSFbxzpa+VshtpB4GTy7op6JjZj/p+oaZqu8iu4RMkxeGoWyZKRCBIAiCIGSSZBTvbOlrhdxG6mHwiH4q5BOZqu8iu4RMkxeGIciOmQIRCIIgCEI2kw19rZD7SD0MFtFPhXwik/VdZJeQSfLGMJQtiEAQBEEQUkk2LzstCEJmEP1UyCekvgv5iBiGBEEQBCFPsJbhtVzkrWV4AVGCBUEQBEEQ8hQxDIUEmcEVBEEQUo3XMrzS5wiJIjqMIAjZisgvQTAQw1AIkBlcQRAEIdWUV1Q6rrQC2bPstBA+RIcRBCFbEfklCDspyHQBBO8ZXEEQBEFIFkv5dSOblp0WwoXoMIIgZCsivwRhJ2IYCgFuM7UygysIgiAEgZPyayHLTgvJIDqMIAjZisgvQdiJhJJ5kK6Y03YlRY7u/TKDKwiCIASBl5I74aweAPSfOF9yLAhxIzqMfySXiSCEizDKL5ETQqYQjyEXLLf7yqpqNDtjTssrKgO/18hBXSmKFDbYJjO4giAIQlC4Kbml5vZ09XdC7iE6jD/SqVcKguCPsMkvkRNCJhHDkAvpjDkt61XKhLN6UFpShMJQ1Cec1UOsw4IgCEIgeCm/kmNBSAbRYfwh7UwQwkfY5JfICSGTSCiZC+mOOS3rVSpKlCAIgpASrP7FyT19xJSljuck2t+JG3z+ITpMbCSXiSCEkzDJL5ETQiYRw5ALYYw5FQRBEIREcVN+g+zvUr7079NPw777whFHJH8tQUgjYdErxXArCJnBT9sLi5wQ8hMJJXPhhG5t49ouCIIgCNlIkDkWUuoG/9xzcPHFcNttyV9LENJMGHKZSP4SQcgMftteGOSEkL+IYciFBSs3xLVdEARBELKRIHMspMwNfs4cOP98OPxweOqp5K4lCBkgDLlMJH+JIGQGv20vDHJCyF8klMyFdMd4imuvIAiCkAzJ9CNB5VhIiRv8G29AWRkcdBC8+CLsskvi1xKEDJLpXCZhyF8i+q6QLsJU1+Jpe5mWE0L+Ih5DLrgpsamI8RTXXkEQBCEZku1Hyisq6T9xPp1HzaL/xPkJ9z+Bu8EvWQKDB0PHjjB7NrRqldh1BEFIq27rhOi7QroIW13LdNsTBD+IYciFdMZ4imuvIAiCkAzJ9CNBKtCBusF/+CEMGmQYg15+GfbYI/5rCIJQT6bzl4i+K6SLsNW1TLc9QfCDhJK54LW0b9CEwbVXEARByF7c+gunsK5ovBToRPq8QNzgP/0UTjoJIhHDKNS+fXLXEwQhrbqtE6LvCukibHUt021PEPwghiEP0hXjKUsTCoIgCMng1o8oDI8gr74sbAo0X31lGIW2b4dXX4X9989MOQQhB8lk/hLRd4V0Eca6JrmDhLCT9aFkQeVFyCTiXigIgiAkw8hBXVEO2zVww9Rlnn1jqHIffPutYRT6/nsjp1D37ukvg5BT5IKemCuIviukC6lrzog8FLzIao8hKy+C5QJv5UUAArHIpiubvbgXCoIgCMlQ1quU4VOWOu6r1dqzbxw5qGuDvhSSU6AT7js3boSBA2HtWsMo1Lt3QvcXBAsvPRFE70o3ou8K6SKRuhamVcxSQarHzUL2k9WGoaDzIthJd+MR90JBEAQhGUpdXOfBu28McrCWcN+5aROcdhp89BHMmAHHHBP3vQUhGjc9cdzMFWytqZMBUgYQfVdIF/HUtXwwmqRy3CzkBlltGEplXoR8azy5biUXBEHIdZw8f+x49Y1BDdYS6ju3boWhQ+Hdd2HaNGMlMkEIALc6v3FLTaNtmdTxRAcThOCJp13lw7gvdPkEhdCR1TmGUpkXIZ8aT5BLFQuCIAiZwVoqvlA5ZRsy8g2lOqdA3H1nTQ2cey7Mnw+PPAJnnpmysgn5R7z6YCZ0PNHBBCF44m1X+TDuC1U+QSGUZLVhKJWJxfKp8XhZydOJJEQTBEFIjrJepfztvEMb9Y0WqR50xtV31tbCpZfCCy/AP/4Bl1ySkjIJ+YubnlhSFHE8PhM6Xlh0sFxC9MncIdFvGW+7yodxnyTkFmKR1YYha3a0tKQIhZFfYcJZPQJx+cunxhMGK7nMmAmCIASDvW90IpWDTt99p9bwm9/A00/DX/4Cv/1tSsoj5DdueuLYId1Do+OFQQfLJUSfzB2S+Zbxtqt8GPelctws5AZZnWMIgsmL4BWDmg8x3+1cEpam00qeD7G9giAI6cLqGzuPmoV22J+qQWd031lSHEFrGDFlKZNmrzL60Z7t4IYb4MEHYfRoGDkyJWUR3MmnnDZeemIY3kEYdLBcQvTJ3CGZbxlvu8qXcV+uJX/Pp74sHWS9YShZYmWhz4fKFfRSxYkgM2aCIAjBk4lBp9V3uvWv3f71N7pNvguuvRZuvTVl5RCcyYfVd/wQFh0vDDpYLiH6ZO6QzLdMpF2FRSYI/pC+LHiyOpQsCCS2OxyuhfkQ2ysIggDpzX+RSfd4p/71ooXTDKPQL34Bd90FLomyhdQhek+4CIMOlkuIPpk7JPMtpV3lPtKXBU/eeAy5uZrJzIJBpq3kMmMmCEI+kO4Zrky6x0f3oxcu/R+jFzzMrK5HM/jf/4aCvJ+byghB6T3iwh8cmdbBcgnRJ3OHZL+ltKuG5JrMljF88OSFYchLEZfY7nCQL7G9giDkN5nIf5Ep5djevw5dsYDxs//B/H378JeLRzO40HnVNCH1BKH3iAu/EFZEn8wd5FsGRy7KbBnDB09eGIa8FHGZWQgPYtkXBCHXyacZLqt/PfrDhfxt1l283fFgrj93NGMHH5zpouU1Qeg9kuBXCDOiT+YO8i2DIRdltozhgycvDENeinjYrNG55uYnCIIg7CSfZrjKepXSdtFrHD7hDpbv1YVbrridsUN6SZ+WYYLQe/LJwCl4I3qrkA9kez3PRZkdtjF8LpAXhqFYinhYrNG56OYnCOlGKVUILAYqtdanK6U6A08DuwNLgEu01tszWUYhf8mrGa6FC+n/hyuh+4H0WrCAua1bZ7pEgkmyek8+GTgFd0RvFfKBXKjnuSqzwzKGzxXyIvNjJldliYdszK6eztV1BMEn1wEf2f6+A7hLa70/sBH4ZUZKJQjk0Uop770HgwdDaSnMmQNiFMopskWvElJLNuqt8SA6bnoJ6/vOhXouMlvwQ154DGWLq1m2ufnlggVdyC2UUu2BwcBtwPVKKQUMAC40D3kMGAv8MyMFFATCNcOVEvf4Dz+EQYOgZUt4+WXYc89gCiuEhmzRq4TUkm16azyIjptewvy+c6Gei8wW/JAXhiEIlyLuRra5+eViIjMh67kb+COwq/n37kCV1nqH+fdXgFROQSBFivhnn8HJJ0OTJjBvHnTsGFRxhZCRDXqVkFqyTW+NB9Fx00uY33eu1HOR2UIs8iKULFvINje/XLCgC7mDUup04Fut9ZIEz79KKbVYKbV4w4YNAZdOEMJH4O7xlZVw4omwdasRPrb//gGUUhCEsJJtems8iI6bXsL8vnO5nguCHTEMhYhsyz3hZinPNgu6kDP0B4YopT7HSDY9ALgHKFFKWd6R7QHHoHWt9WStdR+tdZ+2bdumo7yCkFECVcQ3bICTToLvv4eXXoIePZIsnSAIYSfb9NZ4EB03vYT5fedyPRcEO3kTSpYtZJObX16triOEHq31TcBNAEqp44E/aK0vUkpNA87BMBZdBjyfqTIKQpgIzD2+qgoGDoQvvoDZs+Hww4MpoCAIoSeb9NZ4EB03vYT9fedqPRcEO2IYEhJGEpkJWcKNwNNKqfFABfBQhssjCKEgUUXcnrB6vyKY8uwYdv9oBcyYAccck+piC4IgpBzRcdOLvG9ByDyBGYaUUoXAYqBSa326Uqozxgz97sAS4BKt9fag7ieEA7GgC2FEa/0K8Ir5/8+AIzJZHkEII4ko4vaE1c12bGfsI+MoWbucd/7yT4445ZR0FT0rEL1IELKbXNJxs0Ee5dL7FoRsJMgcQ9cBH9n+vgO4S2u9P7AR+GWA9xIEQRAEIUnKepWycNQA1kwczMJRA2Iq5VbC6ia1O7j/+Ts4+otljDztOkbskETTDoheJAhCWBB5JAiCJ4EYhpRS7YHBwIPm3woj8esz5iGPAWVB3CubKa+opP/E+XQeNYv+E+dTXuGYA1cQBEEQQsm6qmoK6mr526y7OPmTt7n55N/w7MEnhmLlmDAhepEgJI/ozcGQT/JI6owgJE5QoWR3A38EdjX/3h2o0lrvMP/+Cshr30C7+z1AZVU1Nz27HEDcJgVBEIQG2PP4hCnXQruWzbl6yl8Z+tGr/OXYS3nisNON7SFYOSZk3I3oRYKQMKI3B8rd5IE8kjojCMmRtMeQUup04Fut9ZIEz79KKbVYKbV4w4YNyRYntFju93aqa2qZNHtVhkokCIIghBFLua2sqkazU7nN+Myn1jz60TQuXPYSf+97Lv/odx4QrpVjwoDoRYKQPKI3B0M+ySOpM4KQHEGEkvUHhiilPsdIYjYAuAcoUUpZHkntAUeNVms9WWvdR2vdp23btgEUJ5y4udmL+70gCIJgJ7TK7a230uWJB/jvkUOZdOylAJQURZhwVg+ZjW2I6EWCkCSiNwdG3sgjqTOCkBxJG4a01jdprdtrrTsB5wPztdYXAQuAc8zDLgOeT/Ze2Yybm7243wuCIAh2Qqnc3nknjB3Ls4eczJ+O+yUoBcC2HXWZK1NIEb1IEJJH9OZgyCd5JHVGEJIjyFXJorkRuF4p9QlGLOtDKbxX6Bk5qCtFkcIG28T9XhAEIX9xS5LZsijieLzb9pTz4INwww3MP/hYRg76PVrtVB1C4cmUPYheJAg+Eb055eScPJI6IwjJEVTyaQC01q8Ar5j//ww4Isjrp5sgk39a54UxmaggCIKQXkaXL+epRWvR5t/2JJmmM04j3LanlP/+F666Ck49ld90v4ragsJGh4ibvju5phcJQjwko0eL3hw8uS6Pkq0zYV30QRDSRaCGoVwiFZnty3qVioARBEHIc8orKhsYhSws75uqLTWO57ltTxkzZsAll8Cxx8L06bS95y0qHYxA4qYvCEI0QejRojcL8ZJonZEVzQQhtaFkWU1ok38KgiAIWc2k2asaGYUsrJlKJwqUSt/KZPPmwXnnQa9ehoGoqEjc9AVB8I3o0UI2IfVVEMQw5Eook38KgiAIWY9XP2K5r0cbYABqtU7PsvVvvglDhkCXLvDSS7DbboAxazrhrB6UlhShgNKSIlmRTBAER0SPFrIJqa+CIKFkrrQrKRKXeUEQhBwjDDkE3PoXBfXlmbZ4LQs//aHRMdU1tdwwdRmQIvf2pUvhtNOgtBTmzoXdd2+wW0I7BEHwg+jRQjYh9VUQxGPIlVS4zLutQCMIgiCkHiuHQGVVNZqdOQTSLYud+hcFXNS3I2W9SimvqORNB6OQRa3WjHxmGT3HzQm2P1m5EgYONDyEXn4Z9tor+WsKgpCXhDH0VPTw3CaZ7xvG+ioI6UY8hlwIejWEWEnNwjCLLQiCkMt45RBIp7yN1b945SCyqKnVVFUbyagDSZK5Zg2cdBIUFBj5hTp2TOw6giAIpH5VsXj1ZkkunNvE83296o6MxYR8RgxDHgTpMh8rqZl0VoIgCKklTDkEvPqXRMqTlIFr3TrDKLRlC7zyipFbSBAEIUlSFXqaiJEnLBMDQmrw+31j1R2pC0I+k/OGobB44ngNSKSzEgRBSD1hyiHg1Te5lTMWCRm4vvvOMAp9+63hKXTIIfFfQxBSTFh0OSEcJKI3h2liQAgev9837GMukXVCJsnpHENhyScB7gOPdiVF0lkJgiCkgUzkEHDKeRCrb3JblSwWfg1cVpkOGTGVlYceRe1nn8HMmXDEEXHfUxBSTZh0ubCRrzlzEtGbvfRwIftx+44aGrSNMI+5RNYJmSanDUOxwrecSFUne0K3tq7bpbMSBEFIPelebt1NyRs3c4Vj3zR8ylL6T5wPUF9Ov/g1cFll+uHbjTw0bRz7ff0ZvzvzT5S3lPAxIfUkomMlosvlA/k8iExEb5bkwrmN14SKvW2EecyVblmXr4ZlwZ2cNgzFaxVOZSe7YOUG1+3SWQmCIKSHsl6lLBw1gDUTB7Nw1ICUumi7KXkbt9S4nmPPdzByUFcihcrzHvEauCbNXkVt9VYeeO42Dlu3kuvOGMnsfXrn/SBbSD2J6lhhnuHPJPlsMEtEb073xICQXuzf1wmrbYR5zJVOWZfPhmXBnZzOMRRvPolUxp16NXbJhC8IgpB7JKrMWf3Olu07qKl1X5+spCjC0jED47r2t9//zP0z7uDYzyv4w2nDebHb0UmVVRD8kqiOFabcYGEinw1mierNklw4t7G+b+dRsxxX9gz7mCudsi7suZaEzJDThqGRg7o2yDwP3lbhVHaysRq7dFaScE0QhNzCTe6XFEXql5p3Y505i+fF5u07KK+o9C8n6+q4/+X7GLR6EWNO+jXP9DipQVkFIZUk4sU9afYqKquqUdCgPYRlhj+T5LvBLF69WXTM7CCI75StY654x63JkM+GZcGdnA4li9dttGVRxNf2RGIyRw7qSqSgYUhApEDlvWJjIS6NgiDkGm4u62OHdKfEpb+x8DO4q6nV/sNGtIarr2bQ0nncdfxlPNb7jAZlkr5ISDXx5Paw6wRgGIUsDSofQoD86Jl+QmIkh4iB6JjZQaLfKbqen9CtbWjDxbwIOtzRq/37HfMK+UVOewxBfFZh5ZLKwb7dElqWNdeeD6KsV6m3pTv6+t6pI/IKcWkUBCHXiOWyHj0zaGEpsGNnrPDlWRQTreHGG+Ff/4JRo+h83u8plZlzIc3EMxvupBNojIHSwlEDUl3UejLhZRJLz7SIJV/8XicfEB0zO0jkOznV8+lLKjm7dykLVm5IWdtNlWwIypspVvv3M+YV8o+cNwzFQ5VLQlD79ljJ/twa4aTZqxrlirBme6VTEpdGQRByEzclzz6oq6yqplAparWmNErBvH7KUuo8ru8rbOS222DSJLj6arj9dsqUkn5HSDvx5PYIg06QKcNKPINjr0GkGEN2EnR9krC01OAU/gXe38mtni9YuSFlRuRsMLrGav9+xrxC/iGGIRt+4rW9OhevRhgGJSfMlBRHHFfqKSkWl0ZBEHITPzODhYWKOpcE1L5c4+++G26+GS69FO69V6YDhYzidzY8DPlzMmVYCUpfFL1zJ0HWp2wwCmQj5RWVjXKJWXh9p0zU82wwusZ6L2GQsUL4yOkcQ/HiJ17bK0beqxHGE1ufj2iXLKtu2wVBEHIBrxwATp6mdpo1KfC+xkMPwYgRcPbZxv8LpMsXsoMwLCmdKcNKUPqi6J07CbI+xYocEBJj0uxVjkYhBZ7fKRP1PBuMrrHeSxhkrBA+ck5LTCbRXnTSr5KiCM0jBYyYsrT+Wl4NyasRSgP05keXPBpu2wVBELIBrz5pdPlyRkxZ6ppoM5aSWVVdw8hpy7hh2rIG1xj5zDLenfhP+NWv4JRT4KmnoIk4CAvhwI+eFnQS1kTKkSnDSlD6ouidOwmyPmWDUSAbcXt/Gm9PrEzU83TIhmQTx8d6L+mQsUEjyfRTT05pikG4d1puzm7XmnBWDyac1aM+PKxlUQSlYMSUpbQsihApVA1meK1GGE9sfT4iLo2CIOQaXn0SwFOL1jaaIa2uqWXElKUMn7LU1z1q6hrPsR6z6m16PncbHH00TJ8OzZol+giCECjx6GmpXFLaTznStXS0U74au56ZqL4oemdDgqpPoq+mBrf3WhrjvWainseSDcnmoApqPAve7yWVMjZoJIQzPSgdolidPn366MWLFyd8fv+J812FSrwJyPxcK7qSgrEE/S7Nm1C1pSbvO+F4cHqXRZHC0FuvBWeUUku01n0yXY5ESVYWCQJ49yPgnmgzGfp98T6PThvDyradOHTVYthtt8DvkU2ILAoXQeppTvgdkPktR6qTDIvuk30k+s2yXRZBauVRtrWF8opKxs1cUZ8ftaQowtgh3YHGK47G+xyplpPZiLyT4PCSRTnlMZSIe2d0p39Ct7YsWLnBVWG3b3eKM66p0xQ3bULFLQMTeIL8RWa2BEHIFvwOFtMdctCrciUPTr+Vz1vtzWXnjWNpnhuFhNThNiiK1Wensk3EM6Psdr/Kqmo6j5rVoF2HZQUyIRyIvpoasvG9bq3ZuWZoVXUNNz27nGZNChzb9A1TlzFiylJfz+Uln/pPnB/69wLBG9UlhDM95JRhqGVRhCqHnDQti5xXtnJSIp5ctNbzHoW2FV28Gm55RWXoG23YyCaXRkEQ8hM/g09LIXLzx22XAo+hA7/9jEenjWFDi1ZcPGw8tN49sGsLgp3yikpGPrOsQdi8le8KvN36UxmGE4+Rxa0cQIN8X5DaMIVUDXZkOfXUIvpqasim9+omb6K3WdSaETpeOoPVXt1WanY7P2ykIuxLQjjTQ04ln3Zbhbemts5xu1OjjkWtLfTOqzLaE4gKgiAIuUGsFWkshcht0GnlIXBKDJkI/fdrzQEbK3l8yi1sblrEReffRtVuu9e7tAtC0LitlldTp2OuzJTKRLHxGFn8tL90rDSViiS2dhnklNReEITkScZ466YzWO1109YdRApdBrWEaxU8p4TQqVi5T5Lpp4ecMgxVuVhXN2+vdewQE2nU9iRoXopFmBqtIAiCEAyxBp9eEw6FSjXoG+wrgrQqjlDgrgc60qo4wlMn703582MpLICLz78N9tmHSeceGtqZRCH78dKdYulVqVwJJx4ji70cXqQ6TCEVgx1ZTl0QUo+bvGlVHPE16eOlM9TUaVo0beIpn8IQQuVmhHabGEumzNm4ilo2klOGIa8ZFqcOMd4ZmejO2qqkboSh0QqCIAjBEWvw6SX3nVzJF44awJqJgylu2gSHBcYoUHBx346Og8fb+7aBk06iyZYtDL/iL6xpLQqSkHq8dCc/elVZr9L6er9w1IDAFPt4jSxWObwGX6kOU0jFYEdycQhC6nGTN2PO6N6gTRe6hLPE0hl+rK7xlE9hCKFyM0LHeuZESVXfIewkpwxDXjMsiboSW1XbrbMu61Ua6kYrCIIgBMfIQV2JRLn2RApUff/jV+5Hz+C7KYd12ljWvlmTAloVR+oHj387oZT+v7uQLV9Wcl7ZLbxW1E7CRoS0MHJQV8cwB3s7yASJGlm8DCbpeJ6gBzupCE8TBKEhXvLG3qb/dt6hngbrWO01zCFUbrKzVuvQllnwJqeST5f1KmXsjBWOCajdXImhYQZ8a1WyeBL2jRzU1XFpQmkA8SHJEgVByAqix8S2v0cO6srwKUt9XcauVMVKhltVXUNRpJC7hvWkbL9d2dj3GJp9/hmXnzuOpe0a9jWyqpGQSqx6lciqZKkmkeS1bm2vVXEk48+TCNmuk4ouKFiEvS74kTexVluL1V7DvFqbm+wsNcsYxjIL3uSUYQhg7JDucXWIQWTAD3OjzRZSkcFeEAQhaJwS79bU6npDjNcERTT2CQsn5TCa6ppa7p25jLKXJ7LrqhVcdeb/8dY+hzgeK2EjQirJptWDYuE2MBtzRnYmcM9mnVR0QcEil+qCl7z0017DKm+9jFphLbPgTc4ZhjLVIUoDSI54lpkVBEHIFH7yd4wd0p2R05ZR45Q0yMYJ3drW/z+673I6s+mOGsY8+mf4YinXnT6S+fsf4XptCRsRBH9ksyHFjWzVSUUXFCzyqS5ka3vNRdmZ7+ScYSgdeLk2ht3tMaxIskRBELIBN9fpAqUor6isV/DsYTZuLFi5wbXP6D9xfoP7FNbVcs/MSRy35j3eu+WvvLitm+t1sylsRBBSiV+dLIiBWT7pf6l6VtEFBYtU1IV8aqOQf88rJE/OGYYSdT10ajwANz37PtU1dYCxOky/fVvz3tofHa9vHJ8bbo/pxm2wJbPegiCECbeQr1qtG/QFsYxCsLOPcOoz7PdRuo6/vHg3p378Ju//YSzXFPVCb3NWjsOS60XIP1I5CEnk2ukMRYl1r0wO0IK+dyrfq+iCgkXQdcFPvU1XOy2vqGwQct6qOMKYM2L32/GULx3yL5fC/QSDnDMMjZ2xwtH1cNzMFZ5ePtEVe+QzyxrlkajTsPDTHxrd0766TL64PQZNtidLFAQhP7Bk+Q1Tl9UvP29RXVPL2Bkr2Lajzte1CpVy7DNumLqMOq1pWRSheRPF9c/fy9krFvDh70ZyyKQxrBs1y/WaS8cMjPOJBCE2sQYkqRwgJHrtdIaieN0LUj9p6PZ9UvFdUvleRRcULIKuC7HqbbqMHOUVlY1CzTduqWHkM8s87xVv+dIh/2LJvUx6K4m3VGLk1HL15RWVrgk/N26podLM2xC9nK9TxY42CsViXVW1uMAmQaLLzAqCHaVUc6XUO0qpZUqpFUqpceb2zkqpt5VSnyilpiilmma6rEL2UtarlDrt3EdUVdd4JpC2KIoUNjIsWdRqbaxEtmU7V89+kEsqXoSRIzno/jsA9xnTUplVF1KANSBx06Eg9gAhGRK9djp1Mq97pfLdgPf3ScW9U/leRRcULIKuC7HqbarbqcWk2asc8w9ai1h4nRdP+dIh/9yuZckgrz4jlfjpswRncspjKJ7Ga7eaBtFILEVdXGATJ1uTrwmhYhswQGu9SSkVAd5QSv0PuB64S2v9tFLqX8AvgX9msqBCduO1vLwfDuvYks+/r/a8xtVvTeXKt57h2SOHcNYdd4BSgMyqC+nFz8xzKgchiV47nWFJXvfyGjwFgdf3ScV3SfV7FV1QsAiyLsSqt+kyJHtdL5F9bttTEYoX7YHjdg83b+h0RdDkU+LyoMkpj6F4G691fLKdmaWQjxzUlaJIoeM+MBpV/4nz6TxqFv0nzhfLpSAEjDbYZP4ZMX8aGAA8Y25/DChLf+mEXKG8opIt23ckdY03P/2BTrsbM6FOXL54BiNff4Lp3U/gD8ddWW8UAplVF9KLnwGJmx4VhLEgkWu7tdFUGVC99D+3ciqznMni9X1S8V1i6brZjOjpuUP0tzyhW1vPepuonIm3vnhdL5F9btuDbKduHjhu79TNGzpdETQSwZM4OWUYalkUcdyuXDRvqzE5NR4vuuzRwlEh91LWxa1NENKDUqpQKbUU+BaYC3wKVGmtrVHCV4CMoPOUZBV/S5b7SS7thcbIWeekPp37/hzGzpvMSwf044+nDWfvVi0aHVPWq5SFowawZuJgFo4aIEYhIWX4GZCkcmIs3gGOWxstKYqkzIDqpf+NHNTV0QCsic/T3Q2v75MKI06uGqZFT88dnL7l9CWVnN271LXeJipn4q0vIwd1JVLQWCJECpVnu4y3fEG2UzcPnAUrN3B271IKzYF2oVL179iJdEXQpHKiItfJmVCy8opKNjvMDkUKFMOO6MD0JZWubvdWI7Fc5GJlF9qyvY6FowY47nNzexS3NkFID1rrWqCnUqoEeA5wX9fbhlLqKuAqgI4dO6asfELmCCK5pJMsD5LTP3qdiS/dz2udenHtGX+kabOmOTETL2QvfkIXo/WoIBMge13bCbc22qJZk5TqW276X1mvUoZPWep4ThAz2F7fJ95355dcDPcSPT138DJkeI3frHMTlTN+6ou1L95VyRJpy0G1U69w2OlLKus9hGq1rjfAeY27U42E2ydOzhiGJs1e5ZgwepfmTRhf1oM++7T2bExW4ymvqHRcbcZOIh25uLUJQnrRWlcppRYA/YASpVQT02uoPdBoSkdrPRmYDNCnT5/4ss8LWUEyir8VXx9vXpBIofK9mMHxn77LXS/8lQ86HsRvzvw/2rbZTVbSEDKO3wFJKifG4hngBKlvRefVOKFbWxas3BC3kaU0hXl5Yn2fXDTipALR03OHRL+lW1txyq/jZSzpPGqWp3xItE1mqi3Hm0towcoNTDirR8ZWBUuVQTwfyBnDkFsDrTJdif00JmtWy8soBO4ha17ESgImy+oJQvIopdoCNaZRqAg4GbgDWACcAzwNXAY8n7lSCpkiUWUx2uPBDQXsv0cLPtuwhVqtKVSKYYd3AOCpRWs9vVH7rn2ff5VPYFXbTnz5+FQ+PPZAz3sJQjpJZkCS7gF3UElXnTydnly0tn5/PJ5PqZ7BDrvxJxt03HQmKxdSS5AyYNzMFQ3CUq12X1IccQ0pt4eWQbDL3WcCN/nlphOtq6rOuEzK9P2zlZzJMeTW2EuKI77j2v2GCLjlLPLCKza0vKKSG6YtaxCnOnzKUnrdOkdimwUhPvYGFiil3gfeBeZqrV8AbgSuV0p9AuwOPJTBMgoZItHkkjdMXearb9DA6m83N3Kr7rNPa+4a1rM+1r8wqhPpuW4VD07/M2tb7sUl593K71/8jJ7jRP4LuYFb+ypQKiV1PKi8OuNmrojZ7v0uZ51reXniyRnllYslTMmeczmpdr4Rb86z0eXLG9VDr3yC1TW1aE3M/LSpWO4+E7jJr1TkEgqTTMhHcsZjyMmaGSlUbNq6o75Rx7Le+p29qkog6aiXW1v3W16itq7xXPLGLTU5Y20WhHSgtX4f6OWw/TPgiPSXSAgT8c7a+/Ui9cJSDO332K2oCZu27qCmTtPt2zU8Om0M3xe35OJhf2ZjcUsAqqpF/gu5gVO7A8Nwmoo6HkQYQXlFpe8E8351x1yZwY43Z5RbKOG4mSvYWlOXVM63IJHwk9wh3pxnTp6AzSMFnobhH6truKhvx5jewLkSiugmv4L0hAwiD2Resm0brF4NBx+c9KVyxjDkJAQ2b9tRn9jLwiuu3c310Om4eIh2ob1rWM8G99+83V3wSOI7QRCEYAgqiW28WMqNda2NW2qIFCoO2fwND029meomzbjo/Nv4dtfdG5wn8l/IBaz665S/MZ46Hk84UrJGmHhm+fMt1CjenFFuA2M3T4xMyrxcMd4J8eU8i6a6pjbmMe1KiliwckPMBYvCLB+SDfEM2pgqCeDj4Mcf4cUXobzc+LeoCNavh0L/q6w7kTOGISeijUIWbp2U26yWnXgtoUFYP3PF2hyLbIhBFwQhu/Gbby6RRNNuKGjUr7Td+A2T/3MTTYDzzx/PVy33dDw3X+S/kDnS0feW9SplRBIrc6V7Jtlvu8vHUKN4c0b5nXSNdZ1UIvpnOEnFdwmiflnt3k2mRR8XBpwS6dtXDktUpgZpTJUE8DGorIQZMwxj0IIFUFMDe+4JF14IQ4cGcoucyTHkFMPslgrIbr21xzJOmr2Ks3uXNoihvLhvx6Riwr2snxaxUhaF2docFF4x6IIg5BeZjDG3yyI3CpWiVbG/RQgKFI1mFNtu2siTT4+meOtmlj44hXV7dXI9Px/kv5A50tn3JpLjy8KPLhUkbmUqihTkTJ6gRIn3O7rleylxWcgl3TJP9M9wkqrv4rd+lRRFHHMIlRRF6tu917WClA/J6kRO7/KpRWvTKlP9kEwfkZNoDR99BBMmwJFHQvv28LvfwWefwfDh8OabsG4dPPAAnHZa0t5CkEMeQ05Kg8YwutiV8ujkY9EzUNOXVAba0fuxfl7Ut2OD+FY7YbI2pxJxHxQEATIfYx7LzbwoUsiEs3rEnCm0iE4fV1L9E09MGc2em35gxC//wuTzBzLBYeUT6175IP+FzJHOvveEbm0ddZ0TurWNeW66Z5Ld8pHloyEomnhztbmFm0B8+UlS5dUj+mc4cfsuY2esSOq7+I0OGTuke3053OpcOuREEDqR2xjZiUx656R69casoK4O3n7b8AoqL4ePPza2H3EE3HYbnHkmdOuW2EpYPsgZw5BbRdYYVlunRu0mdG6YuowRU5YG0vH4WTJxfFkPAP779pcN4u9L88id1W12PqhQDkEIGnE9Tw2ZVtK9lCK7TE4k1GyXbVt4dNoYOm9cxy/OGcO+g44HdrpiS50S0k06DS4LVm6Ia7sdL10qFe1GEhG7k8i78Qo38XOdVE4YSPhKOHF7/1XVNZRXVCb83Z3q7wnd2rJg5QbHehirXkdfK2g5EYROFE9dzqR3Tt7K3W3bYP58wxA0YwZ8/TU0aQInnGB4Bg0ZAqXpeQc5YxhyUxoKlXKtVG4NxTLOBNHx+LV+ji/rUW8gykcKlXJc+Sd6WWdBCAOZ9mrJZTKtpLv1JaUlRSwcNaD+75GDujLcp9cQQPOarTw0/Va6f/MZvznzT7zZqScV5lL2dgVU6o+QEJ9+CpdfDmVlxm+//Xyd5mfyKiiSadtuutQJ3domJIv9GJOkPboT1Lvxe51UThiksw0I/vHKTZXsdw+ybadaTgShE8WT58uPB6edoA3zeSN3o5NHb9oEu+wCp55q9OGnnQYlJWkvVtI5hpRSzZVS7yillimlViilxpnbOyul3lZKfaKUmqKUapp8cd1ximEGw8gzYspSOjnEZfoR+snGW5b1KmXCWT18x6RnMrdGJnFbDjqZZaIFIVWkO99FPpGOGHMvOeuWD8NuzLcUIb9Eamv413MTOPzLFVw/+Hrm7X8kIHUml0m7bvTtt/Dzz/CHP8D++0OPHnDzzbBkiZGnwAU/9T0okmnbbrrUgpUb4pbFo8uXM2LKUskpEyJi6b6pnDBIpA1kk64elnFaPJRXVLJ52w7X/UFNFGXDdwxCJ3Kq427T7n48OC0kP1ecrFsH//wnDBoEbdsaSaNffRUuuABeeAE2bICpU43tPo1CQdfhIJJPbwMGaK0PBXoCpyil+gJ3AHdprfcHNgK/DOBerlhKg5OHiaUSRVdYN2NSNMkKoLJepSwcNYA1EwezcNQAT6NQvjYwt0SufhO8CkI6ybRXSy6T6oGqk5y1Tx4AnsZ8P8mp7RTW1XLPjEkcv2YJN53ye2YedFyD/VJncpb06kb9+sHSpbBmDdx9N7RpA7ffDn36wD77wDXXwLx5xiomNuKdvEqGZNu2ky4Vrywur6jkqUVrG+XXECNt5vCj+6ZywiCRCdws09VDMU7zi/V+3VaWhmC+e7Z8xyB0Iqc6HkSOIZkkjUF08ujSUiN59Jo1DZNHT54MgwdD8+ZxXT4VdTjpUDKttQY2mX9GzJ8GBgAXmtsfA8YC/0z2fl54LYdqYXc9jY5lLHAJZ0qXO6lbAxs3M7lEa+kkUZdCtwlNcRgSwoi4nqeOVMeYeyVhtDrVCWf1aBA2Fut8i+iQWKXruON/93Lax29y64BfMeXQQY3O0UD/ifPzI44+j8iYbtSpE1x3nfH77jtjFrK8HB58EO6/35iFPP10w1V90CDYZZe0ue4H1bbteka8etuk2atCmXQ1LCQbFpLI+X7CxFKdlDaeNpDpPHjxEqZxmh/8LADh5MHrVOe89qXzOybTroKSm9F1vP/E+UnrsTJJ6kBdHbzzjtHvPvfczuTRhx9uJI8uK4MDDwwkeXQq6nAgOYaUUoXAEmB/4O/Ap0CV1tryA/wKSIu09BNHaa+w9gbndl688ZZuxBIMbg1p45bkEq2li2TyrvzoMjPgtl0QMomsnJBaUjlQjaWwxOpUvc7ftXkTNm/fQU2tBq0Z+/IDnPPBPO48+iIePnyo63mSoyo3ybhu1KaNkXfo8suZ+eZqFv7zv/RZ+honT3+elk8+Cc2awcknG4rqGWfAHnukrCgWybbtaD3DySjkJYu92m++G/addLgRU5YyfMpSX4uhJKoD+hlchikpbTYOhjMui+LA7wIQ4F3nAM/6mK7vGEROylToREHosWGYJA3Foh1eyaOvu85IHt2+feC3TUUdDsQwpLWuBXoqpUqA54Bufs9VSl0FXAXQsWPHpMviZxlCe4WNbrBOxBNv6YYfwZDKRGvpIBnLZRiEiyD4JUxKai6Syo4+3smD6DJ5OTFWVdcQKVA0LVRcN/8xLntvFpMPP5N7jzq//hilnD0hwzzjLCRGorpR0HpReUUlN/3vU6pLe/N0aW8K62rpv34lt9StZv+Fcw2vIqWgf3/DSDR0qJGnKIS4eRMUKkWd1g2WQu8/cX4jGeLW/hXkvWHfjzcluA9mE9UB/ep/YUlKm436apjGabHwuwAExA5lcovC8OrLSwJOYRFWD7Mg9NhMT5JmdCGYECSPToUsCiLHUD1a6ypgAdAPKFFKWYan9oBjwJvWerLWuo/Wuk/btsl75tjjKKFxcq3oChvLZRGCsR77icP0akjZsGx7siuOpCsBpiAEgd/cYUJ8pDru309uuehONZ68QjV1ml8unMrVi6bxn0NP4fYTrqh3GS5UinYt3TvsMM84C4kTr24UtF4UrX/UFhTyWml3LutxgZHroKICbrllZ/LqLl18J69ON25tpE7relkMuMoQtySsF/XtmPcy3K83Zbznx7putul/2VZeO2EYp8UinvfrVee8ojC8+vKgxV2YPcyS1WPTmaPOibTnOKqsNJJHn3LKzuTRr7xiJI+eNSuh5NHJkApZlLTHkFKqLVCjta5SShUBJ2MkNFsAnAM8DVwGPJ/svWIRPct897CegLc11E/DLFCKzqNmJTVz7ddVdsSUpY5W7GxYtj0Zy6V4YAiCAKmfXYsOH1bQQOY6dap+JhAsLl0ykxtffYzyg45j9MDfNogjr9VaQlnyhDDpRp76h1LQs6fxGzvWMBQ9/7zxu/12GD8eOnQwvIjKyuDYYyESe0Y9VV5/sfSM8opKbpi6rFGImSVDLMOR6BqNSdSbMtb5seRatul/2VbeMMkiP8TzfmPVuUQm1eNNYRFL1oXFwyxVMjmTnnwpN7ppDStXGl5B5eVG7iAwJk+GDzf6xCOPhMLYC1mlglTIoiBCyfYGHjPjVwuAqVrrF5RSHwJPK6XGAxXAQwHcy5XyikpGTltGTZ2hDFRWVTNy2jImnXuoaxJR8NcRWgpGMi5qfgWDm6E6G5ZtT9alMCxuwoIgZI50zK7ZZY0fZcnvvc9ePo9bX36AOV368ofTRlBX0FBZKFSKvVo2l1CW/CAUuhH40z8atoNDGHnnuZR1aGbMgj73HDz0kJG8ulUrY/UUW/LqaFLp3u+lZ1j3ddOXrHYsukZjYi0PbuE1mE1GB8y2b5Jl5Q2NLPKL3/cbq87FShXihN3IHEs38CPrMh1u5bec6ShD0IaplBjdrOTRzz1nGIOs5NF9+gSePDoIgpZFQaxK9j7Qy2H7Z8ARyV7fL2NnrKg3ClnU1GnGzvBe0cupwVozyNErzEDD+NR4KvfIQV0Z+cwyIympSaRQNcqsHz17bVGaQCVPd0KubJtFEQQhfKR7ds1Pp+pWplbFEbbW1FFdU8upK9/gL/+7h9f36ck1Q/7IjsLG3esFR3agzz6tHfscCWXJLcKiG0HsgYnroOGsHpRddhlcdhls2QJz5xrK8syZ4JG8OpVef156Rv+J833nl8wV/Op5sVZu8jOAjjWYTYcOGIpEs1lGmGRR0Pipc/Z9m7ftoCqGR1BlVTUH3fw/aup0/ZjNzZDiR9ZlcmxktRcn/SWdeY5SZZgKzOhmJY+2vGXtyaOvvdbwmE1B8ugwEkjy6TDg1tBjCYDoBtuyKIJSULWlxnXWaeOWGjZuMa4bV+WOvlzU327J0BKZSc6UdTjLZlEEQQgZ6Zhdi3dw4VamMWd0B+D1ex9nwsy/srRdV646azTbmjRtdI2L+3ZkfFmP+r9lcCOki1gDE1+GnOJiQzkeOhR27IA33jAU6Oeea5S8usmaltBq70blCMrrz0nPKK+o9PT+zpYcMPHgV8+LdZxbqGyr4gjFTZvEJadSqQOGwetBCB9edS56n18j6JaaukbbnAwpfj2c0z02Kq+oZNzMFfVjVTfSlecoVZMFSRnd7Mmj//c/I8eelTx66FDDMzYNeYLCRs4YhrxwWpnCjtVg/QqMaOyV223AMWn2KkePJnujcGugmvg7vbBmwRcEQfAi1bNriSzJ7FWm1x98htufHMvHbfdh+MXj2VHYHGyeoUWRwkbJGMWALqQbrzoXd/hmkyZw/PHG7847YdmynTkY/vAHXgVWttmHOV36MueAfnyw536gVFIeO348XtwoVCqtCVHTQXlFpWNOSic9L5Y+6Padq7bUUHHLwKCLnjCi1wrJ4tSX+/EisohuK6nwcE7WKy6esWy6vChTmSIgLn1q3TpjOfnnnoMFC6CmxvB0HTYMzjwTBgyA5s2TLlM2kzOGoVbFEVfLqNVoY80uxJNgNJp1VdWueY6s/W7nWXgt0ZhIeeLZLgiCEBZSYTjxcql2WpIZaDDjVlIU4fRD92bByg2sq6pm0uxVrJ/7KpfefCVrW+7Jpefdyg80I6J39keFSjVYIcPrmSREQsgUSQ1uHJJXv/+Px9k6dTpXL5rGtW9NoXLXtizo2pdOv7zIUMR9JK+2k6jHCzgbZrMdS9d0yzwZrefF0gf9fv9MyyjRa4UgiDYOxZPBNbpNBO3hHIRXnN+xbDq9KDOagNuePPrtt41t++9vJI8eOhT69s1Y8ugwkp2GoTVr4PvvjURQJmPO6N4oh48TXt49frLXu+UAaldS5JnnyE+jCFLAhCULviAIQjpxGryA/ySU1TW1jJiyFKXALs6rqmt4ctHa+r93Wf0RF/xnFN8X7cbFw/7MD8UtAer7gKJIYQPlbuS0ZYybuYKqo+r5awABAABJREFULTUxc3xIiISQTgId3HTuzCGTxlB+4ZWMffYdDnrvNc74/F3O/2AuTX47E24qgdNP90xeHU2iHi8GmhFTljJp9qqcMbY6eaDbidbzYumDfr5/GGSU6LVCECQaHWJPcm/XMc7uXVo/YZSswdRN1sWT29aPodTNOzpVpDUBd12dYQCyjEFW8ujDDzeSRw8dCgcdFJrk0WEjOw1Dd95prI7Rrx9cdx2cdZaje6Cbocfy7onu5NyMPnY0DRV+2Fm5h09Z6nhOVXUNpx+6d4NBhcUJ3drW/z/IEIowZMEPikzPUgmCEH6cYuqtwUvzSEFcSqDGWKXUjU4/VPLklNFsbdKUC8+/jW92bdNgv5P3ak2dds1NJyESQiZJRfim4fV3JnCmsWHLFpgzx8hLZEte/fURx/BI20OZ3q4XzUr3jmtVwFgeLwDVZq6QXDK2xhr4Ret5sfRBvwl8My2jwqTXil7qjzC+p0SiQ0pdJpkqq6qZvqQyMK9Et7YdT25bL3mYKQ/KlCfg3rbNCA0rL8/75NHJkp2GodtuM9zA7rsPzj/f+Ni/+x1lV11FmW1p+p7j5jjGjbYsijgKBo27R5CFJRycKrebYQhgwcoNvrYHFUKRKyuEhWGWShCEcOM1A1hdU5twiLAT7X76lienjKagro7zL5zAVyV7JXQdPx4PEiIhpIuU570qLja8hMrKjOTVCxfy6QNP0PzFmdz048vciGJx+wNZMO8o5lxzOQOH9K8/NRGPFydyxdjqNfBrVRyJK0ea/Riv9xIGGRUWvVb0Un+E9T3FW2dLS4pYaI4tnVY+DFKutCyK+Mp35HVPN3lYUhRh7JDuGXv3gfcxP/5oJI0uLzeSSFvJo085xcgXdNppeZk8Olmy0zC0226Gp9A11xiV4Z574E9/gltvhYsvNqyDPXq4eokp5Z3oudTsdKONRNbMhFvldstz1Ko44rtTdQuDSKQjTGWejnR1yumcpQrjzIYgCLFJJj9cPLTdtJEnnx7Nbtu2cMEFt/Npmw6Oxynl7XFkEW+OD0HICZo0geOO49K3aqnsUMaBG9Yw6OO3OHn129z48oPw8oNw8MH1hqSRAw/gpuc+iOnx4jU5Z5ELxtaRg7o2yGdpESlU9SslRpOsPhiEjApCv/V6jnTpcGHwnsoG3N7T8ClLGTdzBVrDj9WNQ6uDwKsu+E0dAo090lJtII0nusntnmExoKaEdesMj6DyckkenSKy0zBkUVBgxKqffjqsWAH33gtPPAEPPggnnMDhJUfx8v5HUFfQMKmUlePBLdGzZRmOt5NxynNkddRuSU/tnaqTdX3kM8tA0yChdaYs7pmw/qdrliqsMxuCIHgTa5nqoGhZ/TOPT72ZvTZ9z8XnjWfFnvu5Hqt1bO9TMGYH+0+c7zkRIQi5yrqqalCKj/bYl4/22Je7j76I9j9+w8mrFzGmdjXcfjuMH09Zhw4cctSJ3L1Ld/7Xqgt77L6ro8eLm55lJxeMrdZzj52xot67oFVxhDFnpM4bINkwrlTrt+nU4dzqWDr6oWzCS093CvmGYL5VrLoQy8PQmthxysOT6kmcqhjLy/u9Z06tfCrJo9NKdhuG7HTvDg88ABMmwL//DX//O5O/XMDalnvy2GGnM+2Qk/mpuZHk0DLyxOrk4m1Ysay0se7nZF13SqadqZmJTMySpGsmXWaABCF9BDWzG2uZ6qBosW0Lj00bw74/fMUV54zlvfYHxjynoZGngB11uuGkQYFi8/ady+Taj093YkhByARO/ftXLfdkzknnM2bUAPjuO3jhBSgvZ9/nn+berVuN0IDTT4cuZXDAKdCiRf25sQZ8uWRsTffAL1kvhFTrt+nU4QqVotbBJbRQktk2IB7PnCC/Vay6YN3jhqnLHL9ju5Y7HQSiSXWeK7d3llcTR3V18M47O41Bq4xVXTn8cBg/3vAMOvBASR6dInLHMGTRujXceCPccAPv3PUQBffdx80LHuL6N57imR4n8vSRZfx62KmunRwYMaSJDljcOms/nWo8XjCVZgLtMCwVWllVTedRs1LirpiuZINhiJ8XhHwgyJnddISQNavZxoPP/pmDv/6E3575JxZ26pnAVRTDDm/fYOWSLdt3OIYeKxCjkJAXxOzf27SByy83fps3w9y5xkDhhRfqk1dz8slGyNkZZzTSs0qKIykNV0mWbAtfT8YYFY8ulYjeFY8OF+u9x9rvZEzw2p6v+M39ZRHUWMJPXSjrVcoIl9BTr/qX6jAtN5kYz8pn5RWVafUmDAS35NHHH2+kjZHk0Wkj9wxDFk2acMTIX1N+0un8/eGZDH7lGS5YNofL3psFa06B666jbODARp1BKl1RY3Wq8VjXgdAsFQqGJTsVrrvpipWVHB+CkB6CnNlNteE2UlvDP8sncOTaDxh+xg3M7dI3oetU19SyYOWGBrOQnUfNcjxWg3gqCnlBXP17ixaNklfz3HM7DUUFBXDUUZSVlVF2zlAj1CDE5Fv4ejz6bSJ6l18dLtZ79/NdSl3uVSr6YgPs7dvvtw9iLOG3LiSq96fSWy/ZMU95RWWj/GMbt9QYYZuETLZI8uhQonSILNx9+vTRixcvTt0NvvkGJk+Gf/zDsEZ27cqyMy/lhuaH8mk1FLi4h7ZoWsjWmjpqtaZQKS44sgPjy3oEXrzyispGOYoKCxQF0CjJoIU9J1Kq8Vr5J1NlCgqnZ8vUso65gFJqida6T6bLkSipkkXZNkOcCjqPmuWYe0cBdw3r2eD9nNCtrecsmZWfJxUU1NVy74xJnL7qDW4a9Hv+2/OUpK6ngDUTB9f/7VX26GOFxMkHWZTXckVrWLbMmGV+7jnj/9AgeXW52pNJcz4O1ftxa/9u+lO2f2MnHStSqBrkGILE9S6n6yvgor4dG+jrsd67n++SqL6Y7bIIEteN/I4f7CQ6lvBbF1Kt96erzdrv4zaOhZCMzdatgxkzDGPQ/Pk7k0cPHWr8TjzRV/LobJeHmcZLFhWkuzAZZc894eab4Ysv4Mkn2VjYnEMn/h/PThjGn+Y/yN4b1zuetnl7bX1Dq9WaJxetZXR5ivJaRLXnAuCIzq1cD0/3UqETzupBaUkRXpGd2Rh+Ff1spSVFYhQSAsVSQiqrqhvMipVXVGa6aGnFbTaupDjCyGnLGryfJxet9XxfIwd19ZRFiaJ0HRNfuo/TV73B+BOuSNooBI2f26vs4qko+CXv5YpS0LMnjBkDS5fCZ5/BXXcZYWi33w59+nDECYfxq2l30e/zpXzz/c+heD/xhj6F6RuXV1TSf+J8Oo+aRf+J832Vw0nHmnTOoUw699BA9K6yXqWc3bu0gUzVwPQllQ3KF+u9+w1DEn0xPqLfWaviCCVFkZSMJay6YEcDU979skFdSOV3TFebjb6PVzhjxsZmK1fCxIlGkujSUvjtb+HTT43k0W+8YRiLJk+GwYN9G4XCJA9zjdwNJfOiaVO46CJOX7sXe35YwS8Wz+DyJTO5YvEMXt7/CB7pM4RFHXp4Jrb679tfxu01FMvCOWn2qkaeQTV1mjc//cH1mukeQNhdKN1mVrJ1UJNTWfyF0CEJzg3cYui31tS6ekZaRL+vxV/8EHPlr7jRmlvm/Zvzlr/M3f0v4MEjzkr6kpFC1SgvWlmvUhZ/8QNPLVqbP0klhcAJo1zJ6Gxu587GgGP4cPjuO8b/dhKHL3uNYe/P5fL3XuDHZi2Yt/8RvLvmWMr+9QcjdCEDxBPGEqZvnEwIXKwcnMmyYOWGRv2BtTz6pNmrGDmoa8z37ve7iL4YP27vLBVjiVnvN57or6nVDeqCVZ5UfMdUtdlo2bp52w7fXlhpG5ulOHl0mORhLpKfhiGTdT9upbL0QN4rPZC9fvqOSypmccGy2QxavYiP2nbikd5DeP6g49gWadbo3HiTzPnpTN2suW53yvQAIl2JoQUhF5AE5wZuMfTDXRJBRlNZVU3PcXPqEysGzQ2vP8kvlszkwT5Dubv/hYFcs0XTJo4Ky/iyHvTZp7W4RAsJEya5Ep30FDKcO6dNGx7a71ge3O9Ymtds5ZjPlzLo47cY8Om7nLViATwzsUHyavbYI21Fi0d/CtM3DvOgzOt9WPXw7N6lTF9S6freRa9NP6l4504LO1ikQyalos06jSP94jQ5FSheyaOvvRaGDKF8gzJ0ncfX0K7k64R1nTDJw1wkrw1D9pmBr3drw6TjLuPeo85n6Iev8oslM/jLS/cy6tVH+U/PU3iy52l8vVub+nPjXZbST2cab/LpTLuupisxtCDkApLgfCdOs3R+DUNAyoxCv377Ga55awr/PWQg4wdcGdhyqD96lFdmnoVkCItc8cohkknDgfV+tkaaM7dLX+Z26UthXS2nVn3C/S2+NPISvfCC0db799+Z4Hq//VJarnj0p7B8Ywj3oCyWDm0tAjDhrB6u71302vSTiXeeapmUijYbzyqs9uXtU7YqmVPy6BYtdiaPHjy4Pnl0kMn2wyQPc5G8NgyNHNSVEVOWNvDI2RZpxtRDBzL1kJPpt3Y5N382l9+9NY1fvz2dlw44ikf6DOG9dt24oG/HuO7lpzN1sprbG7ed0pKiUHRUMqgRBH/ITKQ3rYojnrN84C4Pg+Di92Zx0yuP8vyBx/F/g64OzCgERpn7T5wfM5m2IMRLWORKrEFLpgwHTu+nabOmnPTbYdCrFO68c2fy6vJy+MMfjJ8teTWHHRaoPLDwqz+F5RtDuAdlfpZHX1dVHfO9i16bfoJ+5yVFkZgTSKmUSalos37Lm9KFc9ySRw8bZiSPPukkxzxBQXoahkke5iL5lXw6irJepe6DDKVYe+iRHPT2fO761ywe6z2E49a8x7NPjuSNZ29i/KZlsH2773u5dZr27U6J0C7q25GiSGGDc6QBCEL2ke0JKxNJOBoPY87obqxSY6NAGQYjMLw0U2UUuuTjVxg/95/M3f9Ibhg8grqCwtgnxYmfZNqCN6mug9lIWORKrEFLpgwHMd+PPXl1RQWsWdMoeTUdO8I118C8ecZAKGzPkEZGDuoaWp3U/p7cCIMBS0g9Y4d0J1LgbcxNZV1IRZt1K2+r4khqZYNb8ujrroOFCw1j0b//Daef7po8OkhPwzDJw1wkv5ard8At6Zm1dHKDirZpEzz2GNx3n5FMa6+9jAby618bK555kMyyiLIsn5BtZPuyrJmQRWEm1cu62u8TLeuAuJe5jYdBq97kH89P5K2OPfjlOWPY1qRpUte7uG9HFqzc4DssOBRLyGYB+bpEdLbIIjddClI8g51KvvsOZs0yws3mzIHqaiM04vTTDU+iQYMylrw6k2SDTpquPisesl0WQfbII9hZTyurqht5G2e6LiRC2uq0W/LoPn0Mr6Azz4SDDorLi9KtfxD9JzN4yaK8Nww5NTQFXNS3Y/2qY406wZO7ULZhBdxzD7z0EtsLI8w48FheOOFcyn5xumsDzYbOVBCCINsVoGxSftJBJjt1rwFnshz32RL+Pf3PvL93Fy4971a2NE1+BvHziYMB6Dxqli8PJwWsMc8R3Em0DoosMkiV/uE1+IIU5rdIN1u2wNy5O3MSff89NGuWseTVQmzCpnNnuyyC7NWNMlEXUnFPt8mzpO/jlTz6zDNhyBBo3z6pcofNUJvPeMmivM4xBLGTnjkmzCpfAWf1gNsfZHKnFzn/7ec5+4N5nPPBPBaXH8w7117DEcOvMBpV1L3EO0gQhGwjkwlHU3WPI778gH89dzur23TkinPGBGIUsocw+F1MQEIb/BHmpLdhJ8jEn17X1ezMA1aaa/pLcbExWz50KOzYAW+8sXNGPQPJq7OJTOm1kitIsEhlXfDj6RyUzI1+jqRku1vy6NNOM+ScLXl0skhS9+wh7z2GnLA38gKlHJemL1SK3Yqa1CdL3W3rJs59fy6XvfcCHX/8xohJv/pquPJKaN26wXUrq6opNK9rV57itaiGwYgUhjJkC/n0rrJ9Ziwssigs5JrHUI/1q/nP03/im112Z9iFE/m+RUlc5xcoKCxQ1NTu7BsihYoWTZvwY3UN7UqKOKFb20bLIkcjM2b+EY+hxElV+433ukH1genoS71m5hvocC2bM75zLSesfNMYYC1bZlwgDcmrswE/XvlB3stvvciEPpbtsggyrxtFf7egFnSIxxPHfmzLogibt+9ooAsURQppHilwXEzDGvMFVffilu3r1+9MHm3lTNtjD8MjqKwMTjyxPk9QKttIPo2HwkjehJI5GV5aFUfQmnplPdobyOn4TVt3UFOX2HspqKvlxE/f5d8bFxpueUVFcOmlzDt5GL9fus1xkGDNsBW6GKGcGngY3PLCUIZsId/eVbYrQJlWfsJGEPU3EUWgvKKSsTNWBLo8fZcNXzD1P6PY1KyYcy+8g693axPX+YVK8bfzDgV2Ko0lDv1GUaSQs3uXNlBaZVWyxJEcQ4njFdZYWlKUcH10u65TeKTT94sUKHZp3oSqLY31MzecrgPGKkRjh3QHvGel/cghx7IWKtA46oYN6uGaNUYoxvPPo197DVVXR+WubXnr4P7sden5HP3LsyAS8XzGXCKuPJ5JEI98yJQ+lu2yCDKrG7m1fTuJfEe/7T1SqGhSoKiuqUvsAWxljLfuucktXzJ45cqd3o1vv21s23//nYbrvn2hsGFC+Xjb07iZK+oNYZYsdjouXTmfxPDkTV4YhvwIDNhZ+SB1CU0LleLTCafB++/DvffCU0/B1q28vk9PHukzhAX79UGr+BaE+zxKyUrHDH6shiXJxPyTb+8q2xUgMQw1JpmONhFF3E2mFyhI0G7PPhvXMe2pG9FKcc5Ff+HLkr3iOj9SoJh07qGNypxv7TtTJFIHRRZBz3FzfBlX4x2guHlUO9V7P55/fu7vdZ1IgQJFo9l765p+5VAiXorRz1xeUckdT77BUSvfZtDqtzh2zXs037GdH5u14K0D+9H6onM54jcX5kzy6ngHrhCsfIxHBmdKXme7LILM6kZ+22U837G8opIbpi5zlGOpIB4HAAsvr7sXlq1vJNuVruPo7z/jiTbrGyaP7t3byBdUVhYzebTfNlJeUcnIZ5Y1kLnQWFdyO87p2skadfJtIj4R8iLH0KTZq3wZeaprapk0e1X9/1NBfaM/5BB48EGYOJG/nH0Dl7w3i4en38rnJXvzWO/TmdbjZDY1K455PYVR0e0VOtX5FvzErUrOB//IuxKynWRi9J3ksyWL3a7pJtP3bmkoD51GzYqrDHv/tIGnnh5NYV0twy6cGLdRyG0WDKR9pwvJGZIYfqOYnNqkV9iE0wDHbelyP20hlkyIdR0nbx77Nf3KoUTabfQ5k2avYn1kF6b3OJHpPU6kaPtWjv38PU5a/Q4nrXybViNfpvb/rqVwoJG8+sVOfbjt3e/jHgz5na1PJV76oleutSDlYzwyWOR1duL3+/g9zqq36TIKRXsK2fEqs5Pc0sBTi9ZSFDGcDJruqKHf2vc5efUiTv7kbfbc9IOR5/a44+Caa4xQsQ4dfJfVbxuZNHuVo7Gnpk43kKvjZq7wNApZ1w4iH14i+qawk5wxDMUj0C03tlRRUhTlJtymDY8ddwGTjziLUz5+k8uXzGTMvH9z/etP8kyPk3i09xl80aqd6/U0NKrQbp1tUIlM/TSsVJchl5B3lXqUUh2Ax4E9MZrNZK31PUqp1sAUoBPwOXCe1npjpsqZj7jJ58qqajqPmuU4EPJSTMorKuO6f5vNG3lyymh227qJCy64nU/adPR9bklRhKVjBgKGItl/4vxGgzdp30KYqXLIdeGGvd1FK+luXkeFSlGntadBw28y9li6nN/rRF+zvKLSt4EikXtEt/Xoa1Y3bc7sA45i9gFHUVhXy+FfreCsLxZz3vIl8MILnIKiTfsDmdOlL3O79OWmZ7cD3oMhp1n4quoaRk5bFvPcWMQza++lL44c1JURU5Y6eg0FKR/jkcFByGsJVQkOv+8y6AUd/DoUBIG1OqMVShWNW5m95NYu2zZz/IeLGbh6Ecd/tphdt1ezqWkRr3TuzctdjuTuJ0YnnDzabxvxktf2853yLUVToBTjZq5I2qgjht/kiC+eKcTE28FYVtZU4DQ7t2V7LTsKm/DCgcdyzsWTGHLpnczt0peLKv7Hgsm/5qFnxnH0mgpwsVxHV+iRg7pSFGkYE6owGmL/ifPjHjjFup/T9hO6tXU8xm17PuP0vdxmVoWE2QHcoLU+COgLXK2UOggYBczTWncB5pl/C2nESz5rds4K2eWW1znDpyz1fe/dtm7iiSk3s/fP3/GLc8eyYq/9fZ8LRn462DlIrqyqblRmad9CmGkeh75jb3d+B051WrNm4mAWjhrgqrw7tZFY93e7Try0LIrUzzq73dMy+nYeNYvN23YYOUZsRP8dq1xez1FbUMiijodw4zFXwJo1XH7NA9zb/3x22V7N6AUP8+rkq3juX7+h6oZRsGSJq14Ya7be/kxOeqHbfi9Z54SXvljWq5SL+nZsNBkbtHyMRwYnK6/jfT+CO/G8Sz8yJJ7v6GUoiNXe46W4aRPKepXGVfesd2On7aYfuHDp/3hs6i0sufci7ps5ib5rlzOr2zH84pwx9L7mKX5fNop3+5/maBSKJRMs/JbTS84Vxplwv1ZrVwNSPEYdtzKla6LO7zsOKznjMTRyUNe4cgZtqalLKldFq+KIawWOnp0rr6hsNFvy/t4HcP3pNzDh+Cu4uOJFLlz6P56cejMf796Rx3qfzrPdB1DdtHn98dEV2r70X3Qir0Rc76It9i2LIo6zg/ZyLFi5wfFabtvzGVmqMfVordcD683//6yU+ggoBYYCx5uHPQa8AtyYgSLmLSd0a8uTi9Z6HhM9K+Qm0+MR2S22beGxqWPY94ev+OXZY1jS/qB4i14/aHTKQ2CV2Yq5l/YthI3yikrfyVKjFX+/yni0fuLlARBrNZ9Yg7qyXqUNQqeiiRSqRtdUyjt1QKfdixp5RkUKFK2KIw0SY7vdt1VxpFFb96OTtispAqV4tbiUV46+iLuPvoj2VV8zcPXbDFz9Fpe88h/o8yS0bw9lZbzR/Wj+9H0rvvy5Jqb3hKUHuoVkeIVsuHkAjZu5wvG7xvIuGF/Wgz77tE6pfIylY0XXyeiFAeIpj4SqBIefd2n/diXFEbbW1DrqAYVKxZVHxq3eFirFsMM7xNRZ4sGSpfbQKkuWNGvibLi33s1+33/JwNWLOHn1Ig5bZ6RC+bxkbx7tfQavde/Pu3sewDabn0ekQHkamvyEafkds4wc1NV1os6uL5W4jCn9Eo9Rx0n2pmuiLohQuEyTM4ahaEOJW4IvO4kahSKFyrdLoJPF186GXVpx1zEX8fd+53HGR69x+ZIZ3DbnH/zx1cf476GDeOKw01nXco+YFTr6Uaprarlhqj93YqeKHClURApUo1V2/CiN4q7njOTHSB9KqU5AL+BtYE/TaATwNUaomZBG/BqL7bLDaiuJJoZsVrONfz87nh5fr+Z3ZTfxRudecV8jUqg4oVtbzzwEdoVP2rcQNqycim5YulKhUg1yMHoN+O1E6wXR4U2VVdWMfGanLhLvCmFOjDmju2syVicDxIgYHoaLPtvYqH3X1GmKmzah4paBDbY7DTjGnNG90TXLepWy+IsfeGrRWsdBrP292d/zVyV78fDhQ3n48KEcFNnOi/v9COXl7HjwQY7eej8zm7Vg3v5HMKdLX6o6H8bmps4DJut72vGbb8lNh9u4paZ+MGsf8DgNxOwe7NZ3dVulKOilxqNXO3PScacvqXQ1IsQql+i+wRHrXY4uX96gDW3cUuO4YpgCLjiyQ1z1x63eXnBkB55d8lW8j+JJgVL1YfMndGvLVpuxvqq6pqHxoK4O3nmHi8v/ycDVi9jvB6Msy/bqwqRjLmFulyP5uM0+oBQFgIr2cnBw1Ik1ueX03pzktVMovdvKsaW2sfDYId0ZOW1ZQit+x2vUyeREfC4YjXPGMGQX5KU2ZSAVKcVqanV97HQsq6RfV+ztTSJGksKDB9Cn8kN+sXgGv3q3nF+9W87sLn05bfBE0O3q49T8rMJWq7UvS6VTGWtqNa2KIxQ3beLasJpHChxnIuNxWxeEoFFK7QJMB4ZrrX9SNndWrbVWSjmKBaXUVcBVAB07+s9BI8QmXs8DuzxPRIZHamv4x/MT6bt2OSNOv545B/RL4CpQW6t5Ydn62LP+ghBSYrU9a6Bg/RtrwO+1xHx5RSUjpi5tFPlUU6sZN3OF46x0IspyLMU/+ppuk3gWsYy+fu8bzYKVG3x5Nrh5VB7We38o6wGXX87AW19kv2VvMejjtzjxk3c4a8UCthVGeL1TT+Z06ce8/Y/g+xYlAI0m9ZyeyWtA7jeXi5PHpF8P9nhn1p2MNUCjQanTdeIZrPkpl+SUCw6vd1leUeloWK2p1bRoWsiO7Ts9hzQw5Z0vmfX+ekfZ5IST8VZDTE+h6KXW/WCXr07PtGPrVl6970nKmn0Ozz8P69fzq4JC3urQg8cOG8zcLn1Zv1vjNB110MjLwRqj2uWyn8ktL4OoV7sYO6SxoT56LOwkOzdv2+FoUCopitCimfvY0w+ZmqjLBaNxThiG3CpsiUe4V7JYgmzCWT0SmlmIpl7QKMXi9t1Z3L477X76lkvfm8X5y2bDscdCr15w7bVw/vlxrcI2fMrSekNWPCvqVG2paTRbZmfbDmf3dLftQnaSTUkWlVIRDKPQU1rrZ83N3yil9tZar1dK7Q1863Su1noyMBmMJVnTUuA8IR7PAz9Gby8K6mq564U7OfHTd/nToKt5vvsJCV0HDKXLy/1Z8ggJYSeRRMqJhEha7dbNuc/SxYLoT+K9RqywLjcP83hC5Jxw063qtG5wnp+w/M+2aD4zE1NbyasHfryIgasXcdKn71KHYnH7A3njwKPocfVljP1ou6fxwmtAHk9qhmiPSadlrp2MMMkaa0Y+s6yR14jbdeIZrPkp18hBXRt5P7iF7wjeeL3LSbNXuRpgNm9vXDdr6rSjR5uXl+KW7TviMvJYnokLVm6IW65aWPfbZdsWjv/MTB796WJ2274FWrSAU0+FsjJmt+/J8NlfJORlY6/bscaLlhHOqY2NnbGCH6trKHCQkcmG0p9+6N5MX1LZyKCU7lUVgyQXjMY5YRhyE+SpzjZ/07PLmXBWj/pG4YRfpUzTOAZz3W57MPH4X3B3/wv4xZqF3LhqNvziF/DHPzKsy4k82fNUvt11d19l9ZqNcSujhgZuwNG4yapEQ/RSTTYZOMJCNsXLKsM16CHgI631nbZdM4DLgInmv89noHh5jZ+BhjWD3n/i/IRlt9J1THjpfk5f+Tq3HX8F/+l5aqJFjn0vRVz5DAQhE/jJ7+VEvCGSfiarguhP3K6x+IsfXHPGWP86hTwURQo5u3ep4wAlOkQuXg8Xp8EU+F/Zxz6Tb/dSsJJXL+p4CA+dfS0LT2tDQXk5R5SXc8TcB2Hugxyxf1f+s9dhzNrvSD7Ycz9QqsEzeXm8xzO7H++zxPPM1v2d3qOfpa/tZfQ7WPNtRIoO10nlUse5jsu7TNbLorqmlrEzdubFKimOsGnrjnpDSyKGnYv6dmR8WQ8gduSG0/L0e/z8PSd/8jYDVy+i3xfv07RuBxuKS3ix29Es7nUcf/3X9dDcyC9bU1EJ6ou4ywgN67bXc1pt3i1yxGrzXt5GfsZWbuGcyeT6CiOZzG8UFDlhGEpEeBS5hEHFg5+4Qb8zL6UlRSwcNYBOo2Y12rc10px/HnAiN07/G8ybB/fcw+9nTeG3i6Yxq9vRPNJ7CMvaxa50buX1KmNlVTXDpyxl3MwVjDmjoRXXbZYtOhO9XWi0LIqgFL5dPYMimwwcYSLL4mX7A5cAy5VSS81tf8IwCE1VSv0S+AI4LzPFy1+suuK1mlis2d2YaM3N8x5k2PK53HPU+fz7yLMSu45PSooaJ5wVhLCR6GIQ8c5wxmq3JUWRpPoTS49wGuRU19Q2CM9w6t8tA5fbICZWcuREPFyc9CO3lX2cnsvKS1KglKNXgwJGntINDi2FQw+FMWNgzRqYMYOWzz3Hb16fwm/f+C/rdm3DmwcfzV6Xns/RB+9Rf76RDsB4ppKiCGOHGLmS7HlErHw9ToNgp2dx89QvKY74emYn74VEcszZJzb95kDyKpc9R8yWqKTp0Dh8R3Amuv1t3ub+LhPxdoymqrqm3riRbASJUtQbhaBxeJTT+GbczBW0+nINA1cvYuDqtxokj36kzxDmdjmS99p1o1mzpkw4q0e9Uci6biwDaKRAgcIzib9Xzl1rcitWHjY3rBUfY42t3OTngpUbPJ0rILsm9TOZ3ygocsIwlIjw2JqkUcjC6ljcKoD1f6e4ezuddjeUMLeV0goUlC9dx6TFBazr/hsO6FjGsLdncO7yuZR9+CrvtevKo72H8GLX/uwodP+sTu8pOnG3Exu31DRq7Bcc6Zy1/4IjO9T/P7qD94oFT2XjzzIDR2jIpnhZrfUbuM/bnZjOsgiNKetV6muZ+USVwRFvPMUVS2bwUJ+h3HX0RQmUMD6iV58UhDCS2MRZ/DOcXu02UqAYO6S76+AjVhn9hJc6LcDh1L+7eUDF8oxyK6OTDjhu5grHsrqtmuQ2ORed/ykajcPEVufOcN11cN11qO++gxdeoF15OWWzX6LJW+X8OLwFr3fty8v7H8m2fXqBmbx68/Yd3PTs+w0mTN3y9XjpaG56bvR2t5n1E7q1TXjBgWis8k84q0d92odYOZBifYtYK8EJ7jhN0LpRWVVNqyhjYqY5at/WjbY5yg0zefTH901g2vPPs7+ZPPr9vfZn0jGXMKdLX/Y4sief/7DVsy35kd1NChVn927v6XXj1ZZiGUS9cFvx0Un2JjqWSMRDNNNkKr9RUOSEYSjeperB8BjaEodxyMviajUmN0upn9nyRZ9tBLzDs+zPuGrXvbj1pKv42zEXc84H87h8yQzunTmJPy14iCd6DeY/PU9hY3FLx+dwwqrInUfNco23jW7s48t6sGbDJhZ++kP9Mf33a93Aoh7Lvdy+CkoqPXrCYOAYXb6c/779Zf0KMBcc2aHBuwojuRAvK4SHUpf6ZF+9winnQCx+9fazXPfm0zx9yED+PODK+iT9qSR6BlwQwogfhb8AaBm1NHu8/e4J3do6JlVtVRyp9zZ2m3wqUIryikrXe/rNqRhNkP2723u0PE9gZ14Ot1n+6NxCFn4m55wojdUPt2kDl19O+aEnM67bu/RZvYSBHy/ixNXvcPr781yTV9uJzlMZa3b/R5ecbNHbnQxNJ3Rry5R3vvRlFHJamcqJ6DwosVZmii6XWzigE276tWAQTztWJO/hEzTvrf2R8opKwMFA2r0tLFgAzz1nJI/++mv2NZNHP+6QPHrLD1tjtiU/49TqmjrPFfbAv97lZxxdqBR1Wsdc8TFa9iY6lnCb1I/lISokTk4Yhrzix92ojiNBcqRA0bRJgWOys0bXdZmlWvzFDy5nGPjpeJwa7OZmxTzW+wweP2wwx3+2hF8snsHI15/g2jefpvyg43mkzxBW7tHZ931iKZH2xl5eUcl7a39ssN8SnPGEhayrqk65R0+mDRyjy5c38K6q1br+7zAbh3IhXlYID77rUxz69UUVL/J/rzzMzG7H8KdBVwdmFPKaDADYtHWH52BWEMKAH4W/DhyXZvdLeUUl05dUNjAKWUlax5f1qF/mONpbwyLWCqqJGniC7N/dwpGcVkxKpDxeyZudiKcfnjR7FRuJMNeWvLrPVx+a4S0Nk1fP6dKXOV36sbbV3g2u4TeZr1somdOzR8+s9xw3x9eEgD3szX5vt/dm5UHxszJTdLk6O6R3cCMIL6dcJu7FeEKGlbNo2446qmtq2WXbFnq99RqRJ26lZu17RDb9DC1aUNn3OB489lCm730oPzXfxfFafjxl/DovxBor+dG7og2i0fmYrHOiDVBuxuzo9p5owna39+TXQ1SIn5wwDFnEsxpWLPldWlJUHzO6efsOX0YhC6eK/FSM5I/WTEOiAlGrAhbsdzgL9juc/b9by+VLZnLWivkMWz6Xtzr24JHeQ3h5/yPYu7WzkLLH73uVwd7Y/Rhz/MxWtjPftRNBzfhl2sDx37e/dN0eZsNQLsTLCuHBT33yE1dff70VC/jznH/y8n6HM+L0G6grKAyknLGMQmDMVIsiIoSd6DbnVquT6WuddAGNkd8oOhTAr0eynUTDHILs351kV7xl8lMer+8QPVvvV/ZEX7O2oJC3O/bg7Y49+POAKzno2zWcvHoRg1a/xegFDzN6wcOsbLOPYSQ6oF998mprYGzd1ynMI1KgiBQqz5wnbvid2G3RrEmjxOKAq1GtXUmR75WZovumeL5zTA+uPMftXbYqjlDctEnC7SqdRDZ8w2mfvM3Ajxdx1BfL6pNHv3TQ0Zwx9mpm7N6NG2etjul548dTJh685IZfPT7aUOsnvUdcBp8EErbHUx/CmOIiG8kZw1C8rsZein+r4ki9i1//ifN9d1YWTg0+1jDHyssThJX8kzYdGT3oav5y3GWcv2w2l773ApOfu40vW+7Jj1dcBVWHQUlJ/fF+Fbfozt2tsdq3x5qttGfET6VHT6YNHG51LRtmmLI9XlbYSaqT+Pm5fqK5PKIZ+PFb/HXWXSzq2IOrh47yzK0WL37bZRgUkWxKzChkBnub8xo8J4rXxE48upnbdfx4PfXfrzWff1+dUDvw24bs77G8ojKuXDh+ktWPLl/uqQP+7bxDAUOPGWEL74p1Xc/BlVJ8uOe+fLjnvtxz9IW0//EbTjY9ia5eNI1r35rCul3bmJ5EfXmnw8H1npKOKxnVaUqKIrRo1iRlMimeemLpmF7Jda3cRk7pDJxWrPOT8FdojNv3iV7Yxq/XXLrY9/uvGLh6EYM+fote652TR+uCQs4YPJg7fKyqGilM3FPGjVjy20nviiX3nAxF9nxqJ3RrywvL1jf28nMw+DhN+PlJ2O7XUxMkxUVQZK1hqLyiknEzVyQUg2otT/qfRWtx8jHaVlNb3/GlY5aqsEDRZx8jqZlbLKgTkQLFLs2bULWlxnT7q8HuefhT812YfOTZPHR4GQNXL+LGj2dz8F1/hsl3wmWXwTXXQLdunoqbZUArdRAaflYl85O13zom1R49sQakqcwB5HcFN0FIFalemS+o67uFItg5ek0F9824g/f37sKVZ9/MtkizxAueBJlWRGS1RSFeUuE96xWqHc8Ax609RefgsQ8MokPWxs1cUb+a6tgZKxg7pLtnW/BqQ9Y9owdOscKSoimKFNaHPrkRHW4eTaTA+DeR9u70zS39MVrWftVyTx7pM5RH+gyl1ZYfGfDpYgaufoth78/l8vde4MdmLXh9Tl+45bdUfavrk1fbqaquoUWzJvUrmvmllQ/ZD/7rSaHp5TRp9ipaFkUcJ3mthOBeqyZZ++31wLqPGOT94zZBCztXwispjrDNYTySbHiZZaz0M75Suo5D169m4Oq3GPjxovrk0cv26sJfj7mY2V36sbpNxwZh65a3mB95N+mcQ5Mz5kYRr/wur6hslHqlsqqaEVOWsviLHxzHPU5y0k1eORl8Eo0KcctFFm2sdXoHMmmWGFlpGCqvqPRM8OeFPRHic+9VOoaIbampq+9s/YQUWFhxz/FWvFpbSEKsmTG7K/EJ3dqyYOUGqrbUUNy0CVq7uOIWNmHQLVfTqdftUFEB994LDz0E//gHDBpEl137sW7fw9CqoHHZzGffsn2H675Y2/14nGTaoyfVOYD8rOAmCKkk1Xm8grj+6PLlMQcGfb5aweTnxvNZ6/Zcfu44tjgMTNJBGGaIZbVFIV5S0dd6GZv8JlSO1Z5i6RFOemFVdQ0jpy2rP98Jtzb0J3OFLqcEp/F4QTlNqjnhFm5uUVNn5NFMpL17fXOvFd82Frdkeo8Tmd7jRJrXbOXYNRUMXL2IEz9+B86Zx3tNIry+j3Py6kSM1GPO6B5Tt4+Vl8RporGyqprCAudJuAuO7EBZL/flutdVVbvWPZGx8ePkhWL/Vk79f4mLUc8vkUJjVcTFX/zgqIe3aFpITfVWBn+/imt/XkHnhS/D+vXUFBSyqEMPHut9Oi/vf2SD5NF2rAT0/SfOdzVAWpSWFPmqN/EsqnR2b/9e/V7tXWOkPemzT+tG14s3Kida5ieT59Wp/fXZp7VnHyaTZomTlYaheHJQRPNT9U4Dh1feoOqaWt9uwqU2I42be69S3nmN7FbT5pEC1wZolWfzth1MeffL+vfgpXg1WAmjVy945BG44w6YPBn+8Q8eXT+bT1uX8thhp/NMj5McB1pOy9X7yXQfD5kMWUp1DiA/K7gJQipJdR6vZK9fXlHpOWMOcPDXn/DwtHGs37UNlwz7s2tix1QTvex0pmamwrDaopB9BN3XWteye3E3a2JMNPkZ4Lgt4x4PbnphrFxgbm3FKfFrPHohGLpQrJWHLPxc023A6ae9xzJuxMpBtTXSnDkH9GPOAf0orKvl1KpPGLHpQw58cWaj5NVzu/Tli1btPI1WXjLTy5i4S/MmMeuJ0yC21iWp9az31zO+rEfGFyjJV/wYHFo0a8LPW3cknHqhRVNjqPvCsvUNtu+6bTPHf7qYgasXMWDNElps2wItWsAppzCu8ADP5NF27MbjSKEiUqAck6h7Gb+d2sOEs3r4ioxZsHJDzDJaxHrf2jwmuo3Fq1NER0ME7akaqw+TSbPEaewikgUko/Raq19YSw7GOjYW1mzQ9CWVVJqdqmWZtN8j1qWsxHc3PRt7xhwMBcGvcUxjuGk2eOY99oDRo+Hzz7n2jD/wc7MW3PryAyz6+2WMnvdvOlR93eg69qXlwWjoRZGGyV4jBYot23fQedSsxveMEyueNYhrxSLVOYC8VnALO+n8DkLqcFNwg1J8k71+rGSL+3+3lsen3sJPzXfhyotup7pVm7jLGItWPpagV+ycZYadM1Ne8j9VpPqbCkI8bLUZU6qqd04mTTirh+eEkdsy7vHgpRd67Yu3rcQTPhbPoCeZsPJE27vVt1veMncN6+lrYq+2oJBZrbuy338e5N35S7j8mge4p/8F7LK9mtELHubVyVcx+6HfccNrT9B65fJGCrCXzCzrVeppTPPSj8srKul165y4UkBs3FJTf070F7ByD4n+Ezz2lQpjUVlVnZQuXlVdw/ApS6mqrqHtph+4cOn/eHTqGJbcexH3zZxEv7XvM6Pr0fx22FjGPvwK/fv8jkc69+fnBCaeamo1uzRvUt+O7I5qlrE8Grf2sPiLHxrIVDfiqe9+V4qOJlk5WdartL4fUBhj52QnA7yQSbPEyUrDkFcFLS0p4u5hPT07WcvAUVIUexDghd1V2s0yaeFVHq/rBIXrYKVpU5YcdSpll95J2SV/Y8F+h3PZey/w6gO/YvKz4+n3xbIGnXr0kp72hl5SFAFldLTJDpDSPdhy+z5B5QDyU0fCSCYHvUKwOBlygwyHSvb6Xh12x43reWrKaHYUFHLR+eP5apc2bAlYVlpJMGMZhzQwfUllfRvIZNtO9TcVBL/EmqFdOGqAq9EhCEOm1zW89jm1oWRRxB/e0TziTx0Pqr2XV1QyctqyBn37yGnLOKFbW1/vo8SSk0qxut3+3HP0hZz2i/s4+tcP8ucBV7KxaDd+t2gaMx8bDh07Gjkt582DmpqkdGa37VYoYSJ5R61zNDvz5paWFNUnnhb9J1jsemU62O/7L/nNomd49okbePfvl3L77L/TaeM6HukzhLMv+gtHXP04N516Lf/r1IfH3vumvlyJmqKqttSwcNQA7h7Wk2ZNdrYly1geXX/c2sNTi9b6GhMWKHwbL/3IWqdj4pWTTrLe6gfWTBzMwlEDUuq5I5NmiZOVhqGRg7oSKWzcOVixx2W9SvnbeYd6VuJ1VdWMHdLdWF0gAVoVR5hwlhEG5Cbc7AMdL2u3ZTVNtSXTbbBiNfil7bpy3ZCRHP2bh/h7v/Po/dWH/Pfp/+Olh3/P+UtfolnNNlpGGdPsDb1FsyaNvJgSHSCle7DllusnqBxA2Wq9zlaDltCYVM/YJHt9tw57r5++46kpo2m6o4aLh/2ZL1q1o6ZOx/TCjAd7Wcec0T2mAmQt2wyZbdvpnoUTBDf8tINUGjK99EIvrw+rDQWJxn94hzVI9kptYCeo9j52xopG4S41dZoXlq1vcA83DVlr5wH+VyV78dDhZZx/4USOHvEf3ht7J/TpY+S1POkk2GMP/vDkeE5ZtZDi7Q3rjB+d2W17MikmGjwXO0MAF6zcIPpPCkh0EtzvaE3pOnquW8WNrzzKvH//hnkP/pZRrz5Kk7pa/nb0RQy84n6Ov2oyE064giXtD6KuYKdMcqpBrYojcaXIsHQZr5xgdtxkp9/aXKdpZLwcXb7cUebFMvC4yWMnXePivh0dHSzCMDklk2aJk5U5hqxO8P+e29mZKmDYETvd+8t6lbomGgOj4fqJZ3aj2IxZta9e4XQPC7d8PK2KI/VLjxbEkeg6UZwEUPR7+GbXNvzt2Eu4v995DPnoVa5YPIOJs+/nxlcf47k+p8EvD4L27X1d22t7vOVM9Fp+sHL9pGpVsmyNX89Wg5bgTKrzeCVz/ZGDujZKPLr75iqemjKakuqfuPD82/m4baeASroTBQ1CF6zyD/dY3hiM2b+e4+a4rqJWoFR9aEQqyWRuNkGwcOvjrFD26BwyQefjcspzpDCMHU8tWuuYRNquLyaiB3rht4+MZ5BsLXnvtYS03/fplq+oqrqmwT06j5rleNyP1c6ePxZGmoWeHNarFBgBW7bA3Lnw3HOcMO05zlyxgG2FEV7vtDN5dfPSvRuc7zeHZXlFZUq+neg/qSHR92cZ7Zy+daS2hn5fvM/A1Ys4+ZO32XPTD9QUFPJ2h4N57LDBzO3S1zV5dCyqttRQcctAX6FvViLqnuPm+M4JFs8KZH6wvI28ZJ4lg4ubFrJley0awxvPy9PRSdewVoMM2+pflg3APqaLx4szn8lKw5CFfbLDcu+3sqmXV1QyfYmzO53damiv6J1cOkAn1lVVe3aK0ZZJx+VCCxWbtu6oV2LiNQrZlxv1u5Sj1zKfZb1KGwi+bZFmTDtkINN6nMwRX63gisXPc9nCadDpGTj7bLjuOujXr37JxiCNH5kwpIwv65GyZNAjB3Vl5LRlDWboYq2uEQay1aAlpJ9klYNog/9uWzfx+NRbaPfTBi49bxzL9+6SknI71eWyXqW+ksxWVdcQKVBEClWj2Worn511PUHIZbySTEcPTFLVHqxrR69IE92KnZKQntCtbYPBlF/cdC+/huF4BsnRS97HWnkniAGblw7gVvZoYzsAxcUwdCgMHcqrV49j+r1TOG7lmwz6+K365NU/9DwcIufB0KG+k9Va78CLokgB1T5ytVi0LIrQf+J817og+k9yuNUpy+jnZiQpVIbOPGLKUjSwy7YtHP+ZkTz6+E8Xs9v2LWyONOeVfXszt0tf5u93eFwLVLi1Zet7O01eRWPt8VqZLLr+jBzUNeZEVLx4yTzrN7p8eQOZV6t1g3G0X8I4OWXZACwdLtFny0ey1jAUK57dy2gTbTW0Os94iGXhjXbvdZop27xth6PwKPThOWRfAtVvAjcFMTPiO15HKd7pcDDvdDiY3vpHpte+Bw8+CFOnGi7C114Lw4ZxQre2jh5aJ3SL30ofdAb7UBDtBxtM+qKUkpPfQUgIr0FGUEuDWgpGvz89z/3TxtLlu7VcefbNvNvhYN/XaFUcQWtvxczCXpejn8+vob6mTlNSFHFcNUVWwRDyhVge2Fb4ZTragh8vHMuoUV5R6WvlHzc0hhxptAqWT8OwX28By1vITqxQ72iZPGLKUoZPWUppSREtmhY6hq9F51jz0gHcvnX0wDf6HZcURTj97FO5b1lP/rzlSg7csIaha97h/PUV8Ic/wB/+QNnBB3Ng3xO5o3k3FhS3p12rYkfDVqxvHSlQTDjrkAbeAxZOhoBIgWLzdmfd3P7sQuJ41SmvSI9arZnw8HwuXP02J3+8iKO+WEbTuh18V9ySF7sdzbwufXm/Wx++2RE7S4q1UrQ13rJWl56+pLJRffph8zZ63TqHqgRlRDQjB3VtpG8URwocV0JsVRyhuGkT1lVVU1IcYWtNbb2RMx5dBxoaocsrKh0N4XadJR2eQKm6R7pXJQuj11SiZK1hKJaLp9csTLRnUaylVKOxBNj1U5fitAJmgXJWBOyzWZNmr3JtzHVae3oA3T2sZ4Pr+51xuqhvR9dlQ/28gwIFlww7DnpdCGPHwhNPwL33wqWXwh//SKfug2hz4El816JVg/PiWUrRIpUu55nAKf69ptZ7Gd0wkGvfQUiMWIafQDvhrVv5639u4dD1H3P10FG8tm9v36eWFEXYWlPnKcsse6y9Ljs9Xzz86KGYSdiBkC9YOk7nUbMc9Zeq6pq0hFf6aXP2lWCTWfTDmqRz8jB0koHRAwi3waidSIFq5C0E3nqwk0xusKx2gaKwQDVYxj1SqBhzRsP7xNIBot+fouFkoJUU2q7/VFXX8J9FayksVKAUH+2xLx/tsS/3RC7inr4lDFy9CJ5/nq4P38fDdXXQoYPhbfRDGc+/U8Nf5n9WXxYvWa2ASeceWl8vLY9wt+9uGcXcjISlov8Egledcpqk3/f7rxi4ehEDV7/FYeuM/Z+X7M2jvc9g9gH9qGjXlbqCQsPgeOjenu2pOFJATZ2ur4+1WteP6cp6ldJnn9aNDMXVNXVxeZx50aJpITc9+36D67ktc28tiOFV35zqcizPJzDevdsYc11VdWCTfV6k8h7pDANNx7tKJ0kbhpRSHYDHgT0x6uJkrfU9SqnWwBSgE/A5cJ7WemOy97OIFeLi1WH49SyyU6gUdVo3EGBurn9OxiILP4pIrM4uusK55biwEylU9NmnteM+v+9Aa1sl32UX+O1v4de/NuLG772XK198jEteeYoXuh3DI32G8sFe+wOJN8R0uSemw9KbzbHqYXQTFdJLLMNPovU7uu39ccC+DB1/Lf2/eJ8Rg69ndtejfJcxUqj4cWuNZ1LqSIFi2BEdWLByQ/3gye354sHqdyTsUrDIlG4UBrx0mHRMhsTSoYoihXTavSjp8A3LC7usV2n9ku/RRM/SRw8gpi+p5OzepSxYucG1zLs0b+L4ztx0Pz9eSJanY4tmTWLqPm46gJXHw+55EJ3WwS0pdB1Q57BYybjlWxg4ajgMHw7ffQezZsFzz7HjwQdpcv/9HN+sBbX7H8GcLn15rfNhqKZFrgNcDfU5PKOND07y3vLMcMIxPC5LCKMscqtT66qqUbqOQ9evZuDqtxj48SL2/+ErAJbt1YVJx1zC3C5H8nGbferTWFhUVdfUt6cXlq2vn3xvVRypN7D0unUOW6LaTHSY1aTZqxL2IIyFW5L5mlrdwDvI71jEycjmZGyO9o72kg/tSorS4nGTynukMw1Gur2TUk0QHkM7gBu01u8ppXYFliil5gKXA/O01hOVUqOAUcCNyd7MHvIUbRW1V3yveHfY2Vn7nRmuNb14kqG8ojJm3opIoYoZbxpd4bb6GNB4eaf4NU44lrqgAAYNonyPg7mv/YtcsngG5y5/mbNXLODd0oN4tPcZLD/iRF/XzwTRs1mVVdWMfGYZEKylV3L1CNlMLMNPIvU7epC0/odNNPnF5fDhq4w++bc8d3BsJdzqA1oVR9i0dYenUcjJVdya2UnGKGTvdyTsUrCRVt0oTHjpMKmaDLEbmUuKI41m3y1KS4rotHsRCz/9IeY1LQ8Rt2fR7NQT/MhAtwHEgpUbWDhqgLunlW2Q6hn2z04dcsTUpTFXbqyqrqFFs+SGAQtWbnAMRxk+ZWlCCb0b1I82beCyyxjd8jCm73cJx6ypYNDqtxjwybuc5ZC8+vsWJY2uV2nT9S3dzqs/89uXZVnoSPhl0fbtsGABd77yAEetWNggefTjcSSPjk68DIYH2IgpS5m2eK2rwaeyqro+iXtQSwAVYBhA/VK1pYYxZ3Svr1fWxJUf41D0MX32ae1YP60xjxuWsduPoTtZUjFh7tdGECTZPPHvRNKGIa31emC9+f+flVIfAaXAUOB487DHgFdIUuA4JRS0Pny0i6f1r5shxnIj9pu02bqfNZBY/MUP9TGq0Tgt32eVPWbeCnN3qxheQPaOy6+Lo1sl9RvjXqicTWP136VVO8ae/Bv+duwlnPf+XC5bMpO/z7iDLW8/DoXXwq9+Bbvv7qus1nVT3fGOm7nCMcRr3MxgcyE4Ja2zFDhBCDtuMsJKsJpILqoGS7lqzW2z/87gD19lwvGX8+Rhg32Vy5L94O7+DzuXH+516xzHgZmfvG5OlBRF6kM8rEGfPWdByAcLQgpJp24UNsp6lbrm7UnFZEi0bugmCyyZdMNU94FR9LFez2JfIctNBp7QrW3MAadfA3t0slgnWpgr5voRZ9YKShB/+EMsA5V1zXhxMsA8tWgtOtKcOQf0Y84B/Sisq+Xwr1Yw8GNjBSorefXi9gcyp0tf5nTpx9pWeze6dk2tZviUpa7y3tIznSYLNm/bUR8GmW2hI6GVRT/9BP/7H5SXw4svwk8/cUZRMS93OoyX9jsy7uTRFk5VX4OnMdjeFoKgtKSILdt3xOV5VFIcSbpeRY+b7opKPeI05rFQ7Ew54jd/WDIEPWEej40gSHJt4j92hq44UEp1AnoBbwN7msII4GsMF8akcIuZtpT+6A9e1quUv513KEWRwgbb7YnzErEM11ukHU52iwX3G6pQU2d49ow5ozuRQncfpUS8l9wq6chBXRu9Iyf67tvKcXv0s/3crAUPHV7Gib/+N4vuepji7gfCTTcZceJXXQUffBDzXlYDrzSVKUtAllc4rzSXKG5COyVupNH1JahpCUFIMW4ywp5gdcJZPSgtKUJhyOToBPx2yisqd+ZY05rR8x/kgvfncH+/83jgyHPiKtu6qmrPmRlL3pdXVLq2ayvPQLxYs+2WrLJfK5VGIWuJ6s6jZtF/4vzA5aIQLKnWjcLImDO6u+peQeNXv7K8rWMZgUuKIg3kl59nKetVytm9S+sn0AqV4rCOLZm+pLJej3HDvuqR233cksVGYy0jHwunSVF74mov7PpZMkTruE71w0lPry0oZFHHQ7j1pKs45tcPctm1k/n4quG0qt3G6AUP89rkX/HSQ1dz/WtPcPDXnzSykjl9f7vMnnBWj0ZJuKuqa+p10FhJv8NMxmXR+vXwwANw6qmGR9j558O8eXDeefDCCzT54Xu2PvU07/Y/LSGjUKIEpY4XRQr4fOJgFo4aENc4QmFU02TqlZ9xk1eZ7hrWsz4P18hBXRu1z6Ans73kXSLEayMIiqCfI9MEZhhSSu0CTAeGa61/su/TWmtc2p1S6iql1GKl1OING7yTFCfirmUJeacBSzJuXk4PU6hUfaK7eMrodGxZr1KGHd7B8/7W4MAPXpXU/o68eG/tj44DELdn26EK6Dv8F5T/9XEuue7fPN3lGLY98hj06AEnnggzZkCtszKXzR2vE5Nmr2rk1m4ZAcOODEIFS0Y4eQ3aQ1sXjhrAGlMp8uqE7fV++ML/cOXi53mk9xn89ZhL4i5by6KIq9FbKWjWpIARU5Z6egmUlhQ1GNT5xS3JqxVKkYr2ki6juRAMiehG8ehFYcVL9wqaePUrr3Z+97CeLB0zsNGqsrGexWl55IWf/hDTYGXXzbzu43ci02sZeYvSEve8PH7eZbI52cDwip90zqEx32lM45NSnHn5aXR74E66rPsEPvsM7rqLqqJduXrRNF54bDgL/3kFY+f+i6M+X0qT2h2NLhF977JepRQ3bRxQUV1Tyw1Tl7mWKeyhI+kYpzmyahX85S/Qrx+0awe/+Q2bPviI/x45lHMvuoNjhj9F+e/GwuDB0Lx5vS4RhoV7FfFNxNsjOOLRJy7q29F1EQsrzC1WH5/suKmRbI6qDVY0RVC6RtB9RKZCutLZ16WDQFYlU0pFMITNU1rrZ83N3yil9tZar1dK7Q1863Su1noyMBmgT58+nv2el7uWV9iRW5IzvyFUfqnT2rUixHMv63mmL/FufPHkxji7t3cCYesddRo1y/UYt2Rasb7LTc8up7r53rx+6rVMPP5yLlk+l9+ueInioUNh333hmmvgiitgt93qz01XAy+KFDiG4hVFAnWmy9oY1PKKSkZOW1Zv1KqsqmbktOBzMAnhxS5bkxlMOB1/5TvPMnzhf5na4yRuPfFXjZJJ+kEp5zCOSIECtXMpVy8vgU67FzUY1Pkl1iAsFSEGuZboMJdJVDeKRy8KM34WLnDT3eIJJY9HvyopjjD4kL0dl8S+2GXlVj/PEq+xRIHjc3kl5Y1FrGXkCxTceZ4RWtJ/4vyEwx/ilfdOuT6sZMBeXqWW7PTC8uyxwvVaFkWoqe3G5gsn0mrLjwz4dDGDVr/FsPfncvl7L/BjsxbMsyWv1i12caxbbvXJq48oKW6cRiIspGucBkBdHbz7rhEiVl4OK1ca23v3hj//mfkH9OXq92uo3mHq3j9tZ8SUpSz+4od6jxXwt7BOELiNA6zk7E75avzgR5+wJ8b2SkDvJ/+pW7usrKqm86hZtCspojhSwBaXZx1dvpz/vv2lZ7k3bqkJVKcJcnGbTIZ05dIiPUmPfpVSCngI+Ehrfadt1wzgMvP/lwHPJ3svN3etE7q1TWgG1W8IlV+8OgX78p12oj+AvWOPpWTEo4RMefdLX1beaPfZaKIFT3lFJZu3NZ6BcXuOqqLduO+IsznlmkdhyhTYay8YMQJKS+Haa2H1asC9IQfdwJu7fH+37YmSrucJmrEzVjh6Oo2dsSJDJRLSSbR3ihvx1OPyikoKlOKCpS8xesHDvND1aEadcg1aFdCiaWHcMnnjFiN04uzepQ1mbHZp3sQ1lj6aN33M7EdjybhYzx60p2O2GpnzjXTqRtmKm/fb6PLlcel0bvqVE5u27qDPPq25uG/HBmFfF/ft2GBQGi/xtL/SkiJfnpV2YskZ+yy1m25bp6l/j27vLNa7tOS3X4oihVzUt6PrbLqbR7IfHVgBgw/Zu0FdqaquqV/5aWNxS6b3OJGrzhpNr2uf4qoz/485Xfpx/GdL+Ff5BCruvZD7/nsLH42/ixfnLWtQjkS8VRJIU5cW0i6LVqyAvn3hr3+F9u3hvvtg7VpYvBhGj+bmzwp2GoVMNPDUorUN2ni63mfziLPeUVVdU29o8FsU+xjKLQqjtKSIzycO5vOJg6m4Zad3Yqy2Z3nsuOElIyw5WlOrKYiq3JECRfd2u/LkorW+jFlhjd7ItZCuTBGEx1B/4BJguVJqqbntT8BEYKpS6pfAF8B5yd7IaVk+NyOKnxnU6OsVJJiA1MLr1AUrnd0vW7osT+iWET5R/CZUdptJs7Abv6ITfVnYLeBuq3ms/bnGiCk+7zyjs7j3XvjXv4wO5LTT+Mvgi7j8x5bU2N5ppCD4ZM1VLrMRbtsTJZHkvGGgysW11W27kFv4nQX3OzCzZMbgFQu4bfbfmb9vH0accQN1BYZidtuZPervW2mGfPiRydayz/YBh5f3YzR+pb5bYulY3ptBGm1yLdFhDpM23ShbcdPdnGatvXQ6N/3KCSuEe+GoAUkZgqJpWRTx1S8m2u876RBWstjo5/BafCXWoM7rXfpdRKVQKeq0junp5ZXE2Y8H2FH7tWbByg2++qitUcmr+3z1IYM+fouBqxdx0rN/o+7ZO2ljS16tHZJXx8ItFCgEpFcWHXwwTJ0KJ50ErRrnJnXrDzU0aOPp0jOrttRw17CerqtZ2Ym1MNCYM3bmmPXS+508Iv3IMa97x1qNGwz5Z3lC2e/tJyG/nTBORLnZCHLFkyddBLEq2Ru4h2AGvk65k7uW17J6sdyR7dfrHMdAwgmvTsGtEW3cUuMYy+xXyYgHPy6ZsQSTXR9wGzQWN21S/07dBnYNYm/79IHHHzdikP/1L/jXv+j/4ov8b/cOPNL7DJ7tPoDqps0Ty7gdg3QNskRgCdmI387f78Bs0uxVHP3hQu584U7e6dCd35bdRE1hhEKlGsVkx7uMvH3gGO+Kk//P3pmHSVFdbfw90zQwg8qA4sIAgsaAIspEIhjcwAU3dASXoEYTNcaocc0kEEkAN/hCXGLMoiZu0SDiMkJIxAXciGDAAREVd9BGIwrjAiMMM/f7o6qGmppabnVXd1d3v7/n6Qemqrrureqqc8899yy6NCuFZJlg05atuMIsx1w7qj+mjhnkW6GnsiLZGuqQ6btfqEbmUiPXulEh4iVfvAwPUXnLRT2pqatPYeOW9p7TTsoEaeeeCKtD+C0w+l2/tc9Nd9ZZKChPJrSv0W9RV2dR4D/vrk9LxjeXJbC4zyAs7jMI1xzxY+y97n0c/dYijHr7JUxccBcmLrgLb+60u2Ek+vZBeG2XPbXCnONqnM+5LBIBTj3Vc7df6Kf9+csVlRXJ1mc96Llr2NSEKo/+V5Yn280vgfbvLABXg2imebuc7XldRUNjE7p06tCmYpnXIr4X9mc9FxWkdSmmkK58EUmOoXzjJWQqK5Kh8qNkmnPIb1DwOrdXudA0Um1EQtD1241fOkqal4B13b7rrsDkycCECbjmB5NR88LDuP7JP+EXz92LGfuPwt+/c0LkeTRyOckqRIHltToSFHJIoiHfA66ugVp3otVv2Uu47fFpeG3Xb+G8sb/B5mQnAIY8sIcWuK10W/gpblY/0q04qUNTi2p9JyyZPfaAbb+J0yCVTAi+/mZru+8A6cXo08hM4o6u3PLSi/zKibsR1XnSZfq8VVphq2GT2ztx0yH87nXQwpd7HiLBxLoVeGRpKtTE1Stnkh9+OqSO/I5ExovgjZ33wBs774HfH3wGen3xPxz19iKMeuslXLxoFi59aSZS2/fAU3sNxZN7DcPLvffF1kT7qRON8/rUjuqPK2Yuc/397LlJc4FzfA4yRlrPuNu8wa0itds7O3zafFeDqI4xtLLcX/e2t+eVRwxoq4eExe71NGXOyjZzhGzkVSw08q23Z0q0GXbzhFdc4TdNzVr5UawYZ8uF0E7CGYzpQdCg4BXz7VUuNGyZwy4do8mJE6S42BUqnbw5fjG2nnTqhLv3OBgnnn0zxpw5HS/0+w7O/28dnr/9fEy8+9fAc89FFnycTjb5UqrSNWn0QNeSlXZ3WZId8l19SncVHNCcaP3nP7jz0evwXvdeOOfUKdjYqaJ1l5jtTaxbgStmLvNUjgTAu1OP85QffhMeHTTFfRsam5rxwKI1bXIRWKepqixHl44d2o1Dmcboh6kAR0guCSO3vHS3cUN7h8oVEdV50kXXMB51JVK3e335zGUYPOVJo3CET84NL520WSk8sGiN68TVC3vOJADa+pGfDpmpES1dPuq6C+4echK+f8Y0DLnk7/j5cZfjtV33xOmvPoV/zJyIpX84EzfP+R2OffNFVGzZ9rsHFXgh26iprsKZw/q0m2+FybGaKZa+7zY+e2H1T3fe4DVX8Ets7pdjMVkmbYxPQXORoDy6lh7iJ5POGtYHt5w+uN21AobXk9tcVUe/KdZ5VL719igoCo8hrxVUL9c4+wq4M8bZUuoV0JpHYsnq9b55d5z5Jvz6OHn2ysAVeCPfkZEoUIebTx8cmXXdz1pdBrRRqHS8bUYM6OF674JyklgrXa/02huv9Nobu325Dj+on4szl88DDj8c2H9/4LLLgHHjgM6d9S/QhTCePH4x8cWoFNA7IX/ku/qU7iq41kTrlVeA445D82674QcnXoMvyrdvs1sBmDJnJRo2NWklufaSPSMG9MDgKU8G9tmLHTonsXlrS2il1NlnBcPIHmUlN0IKgTByy298GbJ791BhU1GcJ13CeJtH+d57TaAbGo3KQVPHDGoNc/W6fjfvzDDLbnb5H1Y/8tMhw4a2WNg9NruZFeisak+6OessNlR0xcODjsTDg45E56ZvcMgHy3D0W4tw5DuLcfLrz2JzIol/9R+OK0b/HI8sTWHI7t2pG2lyXc0gz3cz3d9el8ryJJZNOhqAfgqRyvIkJp84MLDatYXXu7Bk9XrP71gh9dY96VqehIgRvuZ8d3XeNbtcDArd88LKX6bj9aR73mKeR+Vbb4+CojAMAe4vqY5wcfsRLaOQtfpRU12FBxatcR0sBWg9TqeP0+etCjQMhVEyEiKRWte9YmcBIOHwHNExGnjlHgnKSeJUGD7eoQf+cOR56H3jVIxeucBIVn3uucAvfwn85CfAT38K9OypfZ3pUgwvfVgKMQSuGMh39Sm/dqrMMu1aE6033gBGjQK6dsXCPz+Iz553f/eDvCTtExA3Q7tAYcbLH6JZ16LuwheN25JQWorZxi1btaub2dFxSSek2NCRWzqu9mHHHa/jczF+eSWG9gqViQo/GW3pJX4ehVEUOrF7yoTVj/x0SL/JrBfOe/5NUwuG7N69XXJuvxAbL75Jdsb8bx+Ep/Ya1pq8+ui3F6HF9Gwqdj0wG3i9m2ENeGE5Yf9ticX9wlDtCdQB4zm9YuYyLb3HL7G+F1ZIfab5udzy6Ho9835e1n6RHUF6qJ+cK8Z5lDWmpWuAixNFYxhywy97fF19CjXVVdqTr6iSFAc9HGFXS8YN7e3rzRQWv6z2VmUz5yDuZxjzi2/1w0thGF1dBXzvW8D55wMLFgC//z1w/fXAtGlGsrvLLgOGDg1xxeHI92SdlA75rj7l1b7daB7Ek3P+g+qzTgSam3HJOddi1X8b0uqLCNCpQ1mbhM8AsNlW8nZTU4vX17XpWVnebpUtGxENzEdBipUguVWMq8Vu+sqIAT3a5OkBon/vgxYRdfQSv/yXOlNz+yJfOvqR10RYp8KSE6/UDM7zp3PuZEJaFwjsyavtUA/Uw80wDAQnTY4K+zPr5bVmDw1LR2b5hYt54Ztiw0HYdy0owiNsrlU/2RP03WKbR3lV6LZTSAuBRZFjyAu/PChW/KNOnhzAO4Y97CDv93DY41SDEowJjNjPKMutAtty7nixYVNTqNhJr5wdOrk8fPNoiAAjRwKPPw68/TZwySXA3LnAsGHGZ8YMYMuW4EYATKxbgT0n/At9x8/FnhP+hYl13mF5us+LG4UaU1uo/S50opI5+Wr/iXlLsPfZY9Fhyxacdfp1WNxhR19vST+Zp5QRHmGXO1PmrIw0D4E9oaIVI2617SQTW5FbBTZCioUgueG3WlzIOPWV62oGhc5fGJagHCI6eonX73XmsD5aE1X7ZC4T/ciJpYsG6cKAvzx2m7zac8ToouM1WsmiHIHU1adQ+/DydnmxLp+5rHVbtrE/szr5grxk1lUPLffUi8PmyBIglG4X9l3zu850cq16yZ7K8mTgd6OUE3EgKGqn0BYCi9pjyC9W1RIMtaP6o/bh5W2EfjIh7X7EqHKt6FinAWDyiQPbVFSzcMa5hkG3klQYN94g9z+vqI4Moj3as+eewM03A9dcA9x7rxFmdsYZRmjZT39qhJr1cM9pNLFuRRuPq2alWv92M7qlW8WsUFdJC7XfxUC+8ztl1P66dRjwg7HotukLnPH967GqR1/fwy25pruK29jUHHlySkuWbdy8NfDcVrgxED7RdYutAhshxUaQ3Ci21WI/sh3GZp3bWRkI0J+MBP1e/cbP1cr7Bvjnfhs+bX5a45jdK9QLK/zXy/PJihCwY/3t1P8zIYvRT0XDlDkrI7vfQehWJQx6T71kk3VuN73YzzOoPJloF3Z65rA+oWRFOnMRv+tMJ3QXSE8/1J13FwpBaRcKLS9rURuG6upTeoLBJXPoktXrXR/4TH9c3ZcpzEunE48btpJU7aj+roYpN1INjeg3fm7+ExNvv73hOXTRRcATTxhhZr/+NXDddYah6NJLgcGD23zFK953xuIPXQ1D6QrDQo2pLdR+Fwv5zu+UVvsNDcCoUdh1wyc459QpeHW3b/sebpV51UmUmG3CtLu2obE18b/9HUmWCSDeK8yFuipGiC5+ciPfIbIWuSwpnM22rHudSRvp/F5A+8TTlr5g6aRVLiF1QYtL9uso09Btq2zhv24l0BXgqa8EGSnC5rr5IiB/KAnOJRgV1oQ8nYVcJzp5Xxubmtuk2vB6dqx+ZSoPolo4zJbcCMRxa5qaFZasXl+Q84oo0i7EiaI1DFmeDm4vptOt2a2kvd2LJNXQiNpZywFE4yWh+zLpHjdsj25Y+K53pnsAmH7K/tp9r6tPYfLsldolHAG0CfEA8uxNUlYGHHec8XnjDeAPfzA8ie6+Gzj0UCMP0UknAYmE56DvpwykIwwLdZW0UPtN8sTGjcDxxwOvvYarz5qCxbu0N652q0iiomOHdvkF7CvKOgiAzo6VNy+6VSRbw9GiwpmPyHk9maziE1KsRDVZy4RcesLqtpWp8Shbiwhe+Xi6VSQxafTAVqOU/Rir7LZX6XGvxSW38/jhLEgQFCHgbMvPSOH06tCBRn9/cpmGYG1DY1YjPdzYsKmp9Znym3tG9a5mep58RQS4zbsB4P5Fawqysl8cxrQoKVrDkFfMnzO/g+4Et6lFYfLslbF8YD/43P8a7CsqQegk0fLDOeCXiXvYmE6OoUjYe2/gT38yElTfdZdhJBo7Fth9d+CSS9Btc29s6LRdu6/5xQeno8DFZZU0LIXab5IHvvkGqKkBFi0CHnoIh+wxDP9yqdRz/H67tfHGc1NOdBKfKgBTxwzSStTfsKkJ7087vrW9TJNcOickbu9/pqv4hBQjmUzWonqfcukJq9NWnEO2dX4vv2sMs7gUpsKuW4iGV1VdN30lKKdVOjrwiAHuKQvItmc8V1i/eTYiPXQ82Syc1c3y/T7b8XpvL7cV+chGf/3m3XGdZ/uR77QPUVO0hiGvB8+Z3yFMafgoV5ujxO8lC2u1DDMw6/QnJzmGdOjWDbjqKuDyy4HZs40ws9paLO7UGQ/tPQJ3H3Ai3t2pd+vh44b2dj1NugpcoVqURwzo4Vr1jgpQbsi3YUG7/aYm4PvfB55+GrjnHmDsWNTACMl9YNGaVgOMAvDI0lSbVSE3maMQXBXHMnjrhJ4pGB5JztU6rxKufhUtgbYlmv3IdyggIXEknfciSuNJLj1hddqKe8h2ujlYrHFD11ijc//dcnJahNGzsvFb26tdkbZEMbfQJRu6tf0dCLOA3qJU66JU3PB7B7JpnPabd8d1nh1EMel6RVuVLJNqY4WG17WmU/0misGyTKQ1U7+X303YjP2RkUgAJ58MPPssUF+PjmeMw+krn8Ezf/sp7pv5a4x4978Q1YIFb65zdXtNt6JKTXUVxh5Q1XrdCRHtyWU+8VJ0qABlH3t1LN0qgHlpv6UF+OEPjQqBt90GnHNO664Fb67zLCFs4SVzFLYlzHdKC7vipyvDnf2vq09h4+at7Y4rTyYwafRAXxn1yNIUq/MRkkOirGaWy6o4Om0Vesi23zUGVamzVz0t85C5CRGtakk11UZ1JXuhlU4d3Kc52fitC+X3ygdR3RuBf8SBAFmv+mk9Z/YqXl7V8+LsXR/Ut2xVi4z7gnipU7QeQ7orB2ETntpXnXOFtWqfsiU0s7vRuiWKTpYJpp+qn1fIIowHlRf2TP1Bx+SVwYOBu+5C8v/+D69P/h36//1vuPvhKXivW0/ce8BoXLv+aABD29zDdBW4uvoUHlmaar3uZqXaeU7EkUJXWAuZfK8ia7WvlJHs/R//AKZOBS6+uM3xXs+JPWF91/Kk5yrRN00tuOX0wa39cfNccrrxdi1PQsQ9yaVd0QnKm+EXohan1XxCSoEox6JcevDqtBVVyHa+PEz9rtEvzEInp5Cbh1DQdX7TtK2SWUNjE64wy6EH6c2Z0tXDOECimVsAxoKR3/ShQyI3i85ODxE3LyI3mRL1Oxp0Puf+EQN6YMGb67C2oRGVFUkky8T3HciGrl9TXYWrH1uBjVvae1zpVs8m2aNoDUNhYv6sF9wrrMBOrmO/vQZOez8AtF9ST1M26iZZs1OeLMM3TS2h4m6rYmRFr/toC67a4TCU/eQgHLvqP/jRktmY8vTt+Pnz9+HfC48F7vstsOeeANJX4PI9yU8X5hjKH/k2ygW2rxRQWwvcfjswYQIwfny7Y/2UQcsLKZkQT+XEekcWjh/p+564ufF6lVle29Do6dZe0bFD63m88lXYz0MIyQ1RjkW5zAmh01YUhqp85ikKukavMAu/XKBeeVmCrtMrNNntWLcCAZnQ1NwSfFCJks7cIh2amhWueii6YkG66LznUb+jQedz229PDbFhUxOSCUGlz+JctnT9608e5FqyPkz1bJIditYwBISP+dMVXPletXf2A2hfGjld4Wgdq5PQFQASZYKpY/ZDTXUV+o2fq/WdZEJi40por17XnEhi9j6HYfY+h2Hw2lX40ZLZOHnR48BejwEnnABcdhlqj+6PCY+9FlqBy/ckP10KNTdSMZBvo1xg+9deC9x4I3DJJUZydxd0ZGpTs0KXjgk0uaweAem/I37913kfg/pO4yghuSPqsSiXOSGC2orCUJXvxSed++n0XvAyvPvlZQm6zqDxwn5sQ8Sl0908IIhB2OiMTGhWKqtGUS8vnaB3IOp3NOh8OnmdmpoVunTqgMknDsyprl9sCZuLiaI2DIXF7UH1EmCphkbU1aey/hAHDXJ++5uVQu3D6RmHdIV3c4tqFULarqIxiCKz8BKcy3r2x2Un1uKusovweGKF4RUxZw5qBg7E7jU/wFUVg/D+Jv1KA/me5KcLhXf+yLdRzrf9m28GJk0y8gn9/veAR24I5/Pj9er7KdR+74ifG7Vf/71WiittbszWeSbPXtluNU1gjAH5CC0mpBTJ5liU7yT/QOaGqjgtPrndTwDtvBe8Cgz4yfyg69TRQy3ZXdExEcqYkwjhFU/aEyY6w0m3CsOrRff2Z8somonXT9TvaND5dM+7tqHRVb6OGNAD0+etwhUzl2VFLhZTwuZigoYhB84H1U+A5cJNN2iQswZQr2OamhWmzAlf/s+rGpUblvBxm4i5DfxNNmNSvvG7t+XJBH40ZjhQfRpw9dXAjBnArbei+vrxmN+9O/DjHwNnXgz0Dr6OfE/yM4HCOz/k2yjn2f7SfwNXXgmccgrw178CZf41DOzPTzoKodc7EqSg+d2/Xz36qus5NzuMxNZ57Hne7DItTmWlCSl2sjEWxblUfBjisvjkdT87dSjTqj4ZpBcFXaeu53/YcaiqshwLx48EAPTV9I4n7oQxhCTLBKcf2BuPLE1pG4XSaUeXTLx+on5Hg86nu1hvHW+Xr8UiF0l4aBgKwG+QyYWbrl/7bSrzOGI17YSNoa6rT2HG4g+1j7cLFUDP4youIVR+K0BtEh527gz86EdG9aUXXjC8JKZPB373O2DMGODSS4Hhw7U9JwrJ8+bMO1/CwnfXt/49fM/ueODHB+WxR6VDtiZCus9hu/YffBC44ALg2GOBBx4AOgQPIfb23JIdlicT6NShzDXGvbI86dm3KXNWBipoXvdvU5N7Lgiv7X4rnemOA3HwUiCk1Ml3CFZUxGXxyet+ehlqFAyji5scdJORQddpffeqh5ZH6t1jeRmtbWhEmQBu+XqZONcb++JKGKafun/ape5zWXnOuT2dZzcsQefTMZJ6tV8scpGEh4ahAIJy7mTbwOGMy3WrSlZXn4osPMuec0cHp1BxTsQGT3nSdcIXl+oNftfpKvxEgEMPNT6rVwN//CNw553ArFnAAQcYBqLTTwc6dXI9X6EJVKdRCAAWvrseZ975UiyNQyJyF4ATAHyqlNrX3NYdwEwAfQF8AOA0pdSGfPUxn4RZBXIqNjd2XoNhtT82nv1HHgE6dgzdnj3Z4ReNTZ5hBoAhWyaf6J6IsK4+5WnwzqZMjsoVnKtxhMSDOIVgZUJcFp/C3je7J44dLxk5dcwgTB0zyPc6rf9HmezYCh8GvKti7bPb9pG0VWy4VezSoaqyHDXVVbhCM+epnWwZRXW8fjJ5dsOgk/Tdud9elcyv/WKRiyQ8NAxp4JdzJxduujoJzfzKDVaGMMIEWea7VSRR0bGDtlDzcKDx3J5rvCoP+VVNazNh7n4Mxs/9MUa/+gxw661GzpXaWuDCC4Gf/hTYdddsdj/rOI1CQdtjwD0AbgNwn23beADPKKWmich48+9f5qFveUd3Fcip2Oy+7CVUPzwFGwYMRLfZs4FyPbnn1p6V7HDZpKNdj9eRLVbSfTcqNVZt/apw+OWOi8oVnKtxhMSDuIRgRUEcFp+87me3iiS+aWrR9pbwk5FeVSqdixljD6hqnQSHqZrrhs43F71XkutNgaTr8bNpy1b0Gz839G+XEGnr8R8hOl4/6Ty76aKT2D6d9opJLpJw+CeHIK3UjuqP8mSizba45Ijxs+Amy8Rz1T3sucqTCUwaPRALx4/E+9OObyPg6upTGD5tPvqNn4vh0+YbXkyAZ9WHqKtB6ODWx9pR/ZFMtLVS+VVNsybMKTORbqqhEb/497uoGzoaWLkSePJJ4LvfBa65BujTB/jBD4AlS3JwdQQAlFLPA3BarU4CcK/5/3sB1OSyT3FCdxXIrth8J/UG7nz0OrzfrSfOOHkSsMMOnu97uu0BhgLjJlvCnBfwXs214ycT/YxOUY0DXI0jJB7EWbcrRLzu56TRAzF1zCBUVZZDYCy++U3ew8pIN93skaWGjvf+tONx42n7t9P1ooaJqd1Jd1zbsKkJCuHua3kygRtP2z9rBtKa6ipMHTOoTdhgpw5tp9LFML5TLpYu9BjSJA5uul45KSorkq5hFWVixOeG6aOXldiywANojbP2qzZhhUVky+ocNj+Hl2vn2AOq2i8F+YxBgSv9Rx1lfN5+G7jtNuCuu4D77we+9z3gssuAk08GkvEIoyshdlFKfWz+/xMAu+SzM/lE9320FJh9/vce7p41GZ9u1w0/OP06fNbUMVQYVLbef7/8ZV94eALZqamu8g0PdsoXu/t1ZUUSnTqUtQmFCzsOcDWOkHgQB92umNANbwkirIzU8sKk3Sbn1NWnMvbWsgiqCleVw3f3G1s+wobGpjY6UNzHd535E+Vi6ULDUAjy6abrNxnzkpM7dPZO3OqFl5ukZRRy60PnZPtqE9aAnI2EiOnk5/BSGmYs/rDdQONXNU17JWCvvYwE1ddeC9x9N/CHPxi5h3r1Ai66yEjgu+OOWtdLokMppUTE9Y0RkQsAXAAAffr0yWm/coXu+9izshyd330L9z30a3zdsQJnnX491m3XDVWV5aHCoLKVELV2VH9cMXNZ6FLHdrzCSLuWJ9vJF3uFxg2bmlCeTODm0wenPR7EJVEsISQeIVjFRBT30ytx7qYtW13Dfb10s5TN0O+XcoFET9icpUE0K4UuHRPYuCU4LC2bxR2CdCCvCs0jBvSIpP1MCDN/olwsTRhKViD4CSKvXBle2/2w3CTd3H29+uCVBNaadIVxH9bB71544aU0eA1YXt4IXkmzPZNp77CD4Sm0ahUwezbQvz/wq18ZBqLzzwdWrPDscxxIeCSD8toeU/4nIrsBgPnvp24HKaXuUEoNUUoN6dEj/wN4NvB7v+1M2rccD8ycCCWCs75/HVJdd241XIQND4v6/bfOe+awPnA+hWGMK16u0iIIzIcQJG+CyNZ9IYSQYsCSkc4cmRs2Gd4ZzvBlvwUBK8Qs2xSYXpR10s0t5IefUcgyckysW9EurNDtmUmXIB2oproKYw+oaqOfKACPLE1F1od0SWf+REoLegxpEIeywn6CyMu9Mt1ByrISW9d9xcxlaZWZBLAtXCtC0onf9Qs9CUPaybQTCWD0aOPz2muGB9Hf/w787W/AiBGG8eiEE4zjYsSwPbq5Jpoetke3PPQmbWYDOAfANPPfx/PbnfwSuAq0di2OvuwsbJGtOP+86figvGcbF+2wifiztep0Xc0gDNm9e9qy2ctVWrcCSqb5ArgaRwgh3ljjjXORs7GpGVPmrGwX7vvI0pSrIaKxqTkwDCkKmGOoLfnIqeMVCRBlcQev+YQC0Hf8XFRVlmPj5q3tPJpzUWAiaL5aDPmPSHahYSiAuJQV9otZ9TJ4ZDJIuV23wD1Eu7I8ic1bWzwHZHsYRqqhEbUPLweQ/v1LJ37XK3Qj7GpGJMm0990XuP124IYbgL/+1Sh5X1MD7LEHcMklwLnnAl27hupXtvjgc/dny2t7vhGRGQAOB7CTiHwEYBIMg9BDInIegNUATstfD6MnUsP1Z58ZObI+/RQdn3kG9x14YLtD4hQG5WZcCbofQft1jeBxyRdACCHFiteEdcOmplZvdSvR9Hf6dPWsmNqsVFo6XxicSYhLHd0F2YpkGZpaFJqaows5cyMq44dXmKOF3zVn0wCjM1+Ne/4jkn8oxQKIi9tdrjPEu123AlxDNyafOLA1B5EOTc0KU+asTLtv6dwLr9CNMh9PHzeXTy/hmZZQ3XFH4Je/BN57D5g1C+jZE7jySqCqyjAQvfVW+HNGTKGtLiilximldlNKJZVSvZRSf1NKfa6UOkIptZdS6killLvmWIC4VWJJ22X6iy+AUaOM53HOHMDFKARkLwxKp9JZ0DFB90PnfrnJFyfMB0QIIdlHV7dqbGr2NAoB28apKvN8lke9nw4Yls1bW4IPKiF0xlIAeP3aYzH9lP1bf5tMfxKvaImojB+WDpROVEY2DTA681VWGyNB0DAUQFwmxrnOSeFl8VZm284+1FRXtQp1HbzyEulgxe9aQjkhgrEHBIdluJbD9lmgcJtgZ0WodugAnHIK8MILwNKlwNixwJ13GvmIjjsOmDcPaMmPwhGpIYxETmSG640bgeOPN3JePfIIcPjhvoeHKS1v4WfU0THY+B1jnfvymct874fO/XKTtWcN65O27NUxeBFCCGmPrnHBD0tHs8atD6Ydj3enHodbTh+MLFewL2m88kQ5GT5tPoBtv3UmfkPJMsG4ob2zbvyoqa5CS8iojGRCsmqA0ZmvMr8hCYKhZAHEye3OKyeFiHtlskzy4PnlLVo4fqTrd4LcK6PizDtfarMy1KwUHlmawpDdu4cOK/Ezt7jFA2e9hON3vgPcey/w298a4WZ//jNwzDHAgAHAz34GnH02sN120bSlQe2o/qh9eHkbF99sD25En0gM15s3A2PGAC+9BDz4oGGM1EQ3jC3IxVmn0pnXMZNnr/QMZbWw7ofu/Yoq/09cQpEJIaQQcdO5NmzcjE1N+otlzolvXX0KU+aszGiBkngT9v6mGhpRO2s5mpVCpoXjtuvcIeP8g7qEzl2a5RRUuvNV5jckftBjKIBCcLsr94hr9tqug1eMrtd2a4JoJfkD4OtBlK7NamLdCld3YTcviSjCbLwqLYX1lgjNLrsAv/kNsHq1kaR6u+2Aiy82qplddRXw/vvRt+mF8ydnfsXYkLFH19atwPe/Dzz5pJHv6tRTtdsO834FeeroGGy8jmlobAo0Rlv3I9cecHEJRSaEkELFqXN17KDvQVRVWd7OKDTh0RVZMQrt0ClexUPyQV19CrUPLw99f5taMjcKAduiEaLW0908f/282dzmOE0tKqtjfyHMV0n8oWEogEJwu/NaOQmzouIkTJly+wQR2GY82rh5q+f505X/MxZ/6LnPOXHUmZQFxZe7TRhzGhrSsSNw1lnAyy8D//mP4T30+98D3/oWcPLJwLPPuruLRcT0eavQ5Bitsz24EX0yUgRaWoAf/QioqwNuvdX4fwjCGD2CDD86BptMjDfW/ci14hSXUGRCCIkrYXSquvpUuyplXrjJ9myUULf4cnN2veULgenzVkWWRDodrDlKlHr6xLoVuGLmsnaLYABc81ZVVZZ7znGyOfYXwnyVxB+GkmkQd7c7r2phmYROh/EY8hpoGxqbPPsWJh+RTr+A9hNHnUnZnj264O1PN7oe56ZU5C00RAQ46CDj89FHRojZ7bcbk/r99wcuvRQYNw4oj9bzwctNNpT7LMkaaYc2KmUkOL//fuD6640wxZCEMXoEuTjrVDrzOqZzssx3dbJbRbL1fmQ9FNRGXX0KZR4huczRRQgh7jpV7cPLMXn2SnzR2NRGRlvH+lFZnmz3PTvUXbJLvhc9mpWKVE+vq0/hgUVrXEvPX/XQcrQohZ6V5bjl9MFtzj182vy8pCGJ+3yVxB8ahooAL1NJJjb7yvKk66qMWxI5v4HAqw8jBvRIq19euY/czqkTb/veuk2ebblZ2nVyoWSdXr2MyfzEicA//mF4EJ13nlHh7IILgIsuMiqbRYBfrikSD0IrAkoB48cbxsVf/AKYMEH7q/acQmGMHkGGHx2DjdcxADxzm5UnE5g0emCbbblQnCzF1O3+0LWbEEIM3HSqpmbVqn/aJ/V+3j4C4MxhfXBdjX+FXD8dkmRO6Lw7EVNVWR6pnj593irPeYz1HLkZnnQWuwiJIzQMEVe85v1u29MZCBa8uS6NXgHjhvbG/YvWuO775/KP2ygFIwb0cD3WbkDyUxDcBpBYhYaUlxsGoXPPNULKbr0VmDrVSFx9yinAZZcBw4Zl1ETYXFOkALjhBuMZuegiYNo07Sz1zlU4HaOH3ZDUtTyJzskyNGxyX83VMdj4HTN93iqkGhpbFf+qNL2BnAm1RwzogQVvrgvlYeQ1gUmI0LWbEEJMdHQna1Lvd+zNDo8NL6i7ZBe3giW5wtI/rpi5zHV/Onq67nechqdceicTEiU0DBFXGjxCM9y2p1ONLF1DynU1gzwNQ04PJy/jU7pGKSBeVepaEQFGjDA+778P3HabkUj4wQeBAw80wsxOPdXIVxQSegwVNk4jx58/fwH7/W4y8IMfAH/4Q6jShX7GDsud2q74OA1JDY1NKE8mcPPpg1vPd8XMZZEoTNmsImaXN7ou6V7yrUUpKoaEEGKiu7BojWFux1oJpnWqZFZl0aMl3RQJxYR1v3Nd9U0E6NShDFfMXBZpCHeYhe9UQyOGT5vf5vnzquJMSFxh8mniSpjqPVbCs24V7cPMvKaduTCkZCM/jlcIXLqhcZHTrx9w441AKmUYiBoajOTVffsC114LfPppqNPRY6hwcVYN+97zj2O/303G2pHHAnfdBZSFE/9+xg63yh9+5eUzrRaYLXQSk+pUFct19TNCCClE/Co72bEm2l7FA3SrZOq2FxaGCW2jproK9b85GrecPjijXKe6JMsEHcoEDY1NUNDzZtYlzHcEiKVeQ0gYaBgqAsKEfekStnqPfSCwZ8Q/c1ifyKsAuRmg3Lb7Xb5VpSBM9TXACFcLsz1vWOXt33gD+Pe/jQTVv/kN0Lu3UX2qvl7rNF4rYFwZiz92I8cJbzyPaU/chuf6fQdnjLgU6BDeWTSssSNMefm4lHDX9WQMOo5lYwkhJBhnJaVuFUkkHeViLdnpV3VJt0qm/RxRkRDB2AOY9NdJTXUVzhzWJ+3viwTrmlWV5diucwfX0LWESMbVuWqqq1xzq7brK9rnVI2LXkNIGBhKVgR4OW9k4tSRbnysW0jHkN27RxpnO2n0wHYxzMmEtEsy63f5ljU/rEeMV5lU3fKpOaeszChxf8wxwJtvGuFD994L3HMPcMghRphZTY2noYAJ9AoXy3gx4t3/4uZ/3oglVXvjJyf/Cpu/Tq+kbthnIWzusXTCS3VCB8Kg2+cgzx/mFyCEED2ceqOfXPcKGw6T/9E6R9/xcyPpf7NSeGRpCkN2704Z78DK++lW2SsIpYCF40di8JQnPYvhLBw/Ev08fkfLmzlTJp84sJ3uk0wIunTs0FoBz0tvyHeVNkLCQsNQEeAVM53pikg6eTu8BvQoB8uoJl2NTc2eOXSK0iNmwADgj380KprddZdhJDr1VKBPH8O76Pzzge7d23yFE9zCpWdlOfosX4y/PHYD3ti5H84/5Tf4Jtk57Wc77LMQtrx82DCrKEvS+vXZia5hlGVjCSEkPOnIznTyP0aZbyjn1WkLiOtqBrUuEIe53wkR1NWnPBdevzC3Zzv3p47uk6/y9IREDQ1DRUAUXh1RrLxnY6Lm17egc1Yky7CpqcX3mGalUJ5MaN+7bhVJ10mtV3hbLKmsBK680qhaNmeOUe7+l78EJk8Gzj7b8CLaZ59895JkyA27fY0hv7kGqyt3wzmnTsFXnbpk7O0VRmEPU14+nX5FWZLWr8/pVCUjhBCiT6Y6aDp6cDoVtNxChizyWaY9bth/z8qKJJTaZsjRJVEGXO5RYQwwjC519Sls2rK13b6oPduDdB9615NigYahIiBTrw4vg86S1etDTYiyMVHLxNjUKZkINAxVmRO/GYs/RLNSgbHix++3m2tVtOP3203ncuJFImGEkdXUAMuXGx5E99wD3H47cNRRwKWXom63/TGhbmXkxj6SZZYvx2GXn4Ovd9kFP//BdDS0VKRdvj0TgsrLZ2JsCRM6EAZ6+hBCSHuiDt21nzfTRcV09GBr368efTVQV7TwMyGxVquB8/dMpzpZokywxcdgJwD67lju6uFbWZ7E5BMH5lzXAehdTwofGoaKhEwmM14GHXtMsM5AnY2JWibGpoaAwShZJhgxoAceWZpqDScLihX3KnXvtb1g2H9/o8T9tGnAnXcaIWejR+OAHavw/cHHYdago/B1pwoAdJmOPatWAUcfDWy3HbZ74VnM7ts33z1qRxTGFz/38WxNYAghpBTJlkc4EN2iYjrjipW4elME3j6s1WqgU93TDy/PfDsKwH/eXe96z7t06pCX8Z6LSqQYYFUy4mm4CZthPxslmjMxNgW12wJg7qsfh6qQlC0vhdiw007AhAnA++8DDz6ITzttj0nP3ImX/nQOfrhkduthRXO9xcbq1cCRRxpZG59+GoihUSgqvCp/jRjQQ6tsMSGEED10q36lQ771Kuoz0ZLp/dT1MPIyxPH3JCR9aBgioQw3fgI3GyWaMzE2ufXHTnOL8hyAvK4zG8avWJJMAqefjkt/9kecePZNeGqvYfisS2Xr7qK73mLg44+BI44Avv4aeOopoH9xx7Z7lS5e8Oa6rE1gCCGkFMmm8SbfelVU7XTp6K1vlhL51g/z3T4hhQxDyYhr0jSvBHt+AjcbMbZeCd1GDOiB4dPmt7bTd8dyLHpvQ2ueoHFDe7eWyQxbCQHwvs5SSzBXO6o/Jmzcgit3+3brtmK+3oLl88+NvFCffGJ4Cu2/f757FIhuuFfY0sVXeCSr5CoiIYSkR1SVnyx5nmpobK0KW1meRDIhbZJA51LPqB3VH1fMXOaq81Yky9DY1KIVJpZMcK0d0KvuGRXOuQr1U0Iyg4Yh4lmJ55GlqdAGkFyUpnf2LdXQ2EZhaVaqNUH0dTWDUFNdhb7j53q2EaYqWU11FZasXq+drLrQYUK9AuDLL4FjjgHeeQf417+AYcPy3aNAdPNVpJPXItulawkhpNSIqvqt/RxWbseGxiYkywTdKpJo2NSUcz3D0uvseTUBw+iwqakF3cyqWl5l0y3CVt0qVpx6Y6Xt/vlVdQtLeTKBsQdUsWooIRFCwxAB4G7QGbJ791gYBJx9Gz5tvtZKxIzFH7Z6DVWWJ10Hdat6ge511tWnQiWrLgaYUC/GbNoEnHACsGwZ8NhjwMiR+e6RFrrJRtNJSlpqXn2EEJJtolgk8ktK3NSiUNGxA+p/c3Qk/Q3LdTWDWnXeVENjGwPGhk1NKE8mUG56D3nBxYdtuOmNw6fND+29b2FFAtAIREh2oWGIeBJXg4BuSIhlvAGAyScOxJUzl8E+pJeZ28NcZ1TVMwjJmM2bgbFjgRdfBGbMMAxEBYJuvop08lrQy40QQqInU50wSHeLKtzXL/y4rj6FybNXti4UdqtIYtLobXpgTXWVqwEjaDEyWSZcfPChrj6VtlEIAFqUal3oJYRkDxqGiCdxLflcqVHKEgDKxLHB6cPq3K+B18CWyYBHSGi2bgXOOAN44gngr38FTj893z0KhW64V7phYXE1ahNCSLaIq85m4SXP7fszxS/8GABqZy1HU8s2RXDDpibUPrwcwLZFhXQMVFtbWKzei7r6FK58aFlG56isSEbTGUKIL5FkShORu0TkUxF5zbatu4g8JSJvm/92i6ItkhuswTWOJZ83aya069Rh2+M9efZKOMftFmVsD0NC3K1JXtsJiZyWFuDcc4FHHwVuvhk477x89yg0uhUMs1HpkJBcQL2I5JI462wWfpVio5Lrfl7d0+etamMUsmhqVm2qVnoZqLpVJD37rwD86tFX0+94Fsm3LJoyp73+HZavv9kaq2eZkGIlqhT69wA4xrFtPIBnlFJ7AXjG/JsUCH6Da77Z5BPjbecb23FeSQODkgk6sYen6WwnJFKUAn72M+DvfweuuQa4/PJ89ygtvErNO1e3dY8jJIbcA+pFJEfEWWezsMtzYNuCWpRy3S/82M8TyL7Pa0Fi0uiBmDrGO5xJVzfNA/cgj7JIx8M/iKYWFatnmZBiJZJQMqXU8yLS17H5JACHm/+/F8CzAH4ZRXsk+6ST2yNuZCMRYJWHK3QVkw6SbKMUMGEC8Kc/AbW1wMSJ+e5RRuiGezEsjBQi1ItILikUnS3b8jwo/NgrlM2uL1r9mzJnZatRw/JAr6muwuUzl0XZ5axTLLIobs8yIcVIVB5DbuyilPrY/P8nAHbJYlskYryMKnGoulBZHhxr7EwEWJF0f9S9tntRO6o/kom2YWPJBJMOkhwwdSrwf/8HXHih8S/DFwkpNKgXkawQZ50tl/iFH9eO6o9ku+STBhs3G6FKdfUpDJ82H5fPXIYGm6dLQ2NTa2ie19BbYENyzmSRjs6uQ6k9y4Tkg2wahlpRSim0TfvbiohcICJLRGTJunXrctEdokGcc3tMPnGg5+DeimN3J4+4cK/tvjifZEaRkWzzhz8AV18NnHkm8Mc/FpwGSghpC/UiEiVx1tlyiV/4cU11Faafur+roaKh0UhCXTtreatXkfPltELzzhzax7Vtr+1xx08WAZnLIy2dXYMRA3pkfA5CiD/ZNAz9T0R2AwDz30/dDlJK3aGUGqKUGtKjB1/6uBDn3B7W4G71zS3xszOZYINHjLPXdi/ckhcy9plklXvuAS69FKipMf5flhN7PiEkeqgXkawQZ50t19RUV2Hh+JF4f9rxWDh+ZJt7UFNdhWWTjnYN/29qVq7Jqe2sbWjEdTWDcNawPq26Z0IEZw3rU2jl1LVkEZC5PHLq7FWV5ThrWJ/QKRgWvEkjOSHZJpvl6mcDOAfANPPfx7PYFskCcc7tYe9bv/FzXY+xxyOnW/ba75w62wnJiFmzjKpjRx0FPPgg0CGbIpsQkmWoF5GsEWedLW6kq7NZOuN1NYMKzRDkJKeyyOvZHD5tvmfeJyfUswnJPpHMMkRkBowkZjuJyEcAJsEQNg+JyHkAVgM4LYq2CHGiY/SpHdUftQ8vR1PzttWgdHIDRWVgIiSQf/0LOOMM4KCDgMceAzp1ynePCCGaUC8iJD7U1acwfd4qrG1oRM/KclRWJENXy7KH5jnPVzuqf2yNcnGRRW73rHZUf0x4dEW7inpuUM8mJPtEVZVsnMeuI6I4PyF+jBjQA/cvWuO6vQ0R5AaqHdUftbOWt3E3dia6JiRjnn0WGDsW2G8/YO5coEuXfPeIEBIC6kWExIO6+lQb40OqoRHJMkEyIe0WC6HQRr8TGKpilc34U1efaqMHphoaUTtrOQDE0jgUB1nk9htMeHQFpo4ZhLEHVOGBRWt8VXIWeSEkNzAugRQ8XnHHC95ch4l1KzBj8YdoVu2HHCs3UOiB3JnSiHmASZS8/DIwejTQrx/wxBNA16757hEhhBASC8J660yft6qdR0pTi0JleRJdOnVocx7reK9z19WncMXMZe2MGE0tCpNnr4ylYSgOuP0GjU3NuHzmssDvViTLcMOY/XhvCckBNAyRgscr7jjV0OjqSeT1XR1lY/q8VW1WmIBtia45aJGMefVV4JhjgJ13Bp5+GmDiWUIIIQVMlGFXXp4nFm7teOmIXzQ2Ydmko9udf9OWrVDmuSfPXgkArZ5CEx5d4enZ0tAYLjStlMgkP1C3Lp2oXxOSI2gYIpGQz3jrruXJtAdkK2bZT9mwX4dXkjzd5HmEePLWW8DRRwMVFYZRqGfPfPeIEEIISRtd3UoXL8+TybNXYvPWFtd2dHND1tWn2uWibGhswpUzl2HKnJWhcxKRbXj9BjpQvyYkd7DuMckYa+BPNTS2rrJMeHQF6upTOWnfpVq9FvZEgl7KhrMMfcKjMa/thGixZg1w5JFAc7NhFOrXL989IoQQQjJCV7fSxcvzpKGxybOd2lH9UZ5MtNln1//sfXV6hANAC6BlFOpWkQw8plRx+w10oX5NSO6gYYhkTNQDf1ga0ljFqaosx9Qxg1pXrHTL0LvlKvLbTkggn3wCHHEE8OWXwJNPAgMG5LtHhBBCSMbo6la6hK1MtbahETXVVZg6ZhCqKsshaK//ZdonwEiOPGn0wLS/X+zYf4OwUL8mJHcwlIxkTNQDf1i8XFStahJOKpJlWDh+pNY5nEpIlcdx6Qx2hGD9eiN87OOPDaNQdXW+e0QIIYREgq5upYtbefPyZAKdk2WuXj1WOzXVVYGha+mGO3WrSGLS6IHMgxOA9Ru4hez5Qf2akNxBjyGSMV4DfLoDf1hqR/U3yozaSCYEZw7rgzIXD9RNTS0YPm1+m1A3XVdj3eMICeSrr4BjjzVyCz3+OPC97+W7R4QQQkhkRK0zeXn/TBo9sF07AiO1weApT6L6mifRb/zcdrqfs69OXdKPqspy3HL6YNT/5mgahTSx8pE2NSutgr4CUL8mJIfQY4hkjNcKTk6FuXPhQQFDdu+OIbt3x/R5q5BqaGzjQeRMgGgN6kEJtHWPI8SXTZuMkvRLlwKPPWaEkhFCCCFFRDZ0Jj/vHzd9z16cxC/5tfW3PdF0ebIMW1tUG++W8mTCNRSN+ONMRK4AJMsEyYRgU1OL63fOHNaH95mQHCIqRrGbQ4YMUUuWLMl3N0ga5LMq2fBp8z3Du2pH9W9VFNyoqixvF1ZGMkdEliqlhuS7H+mSVVm0ZQtQUwM88QTwwAPAuHHZaYcQQllESInhpRPaCaP71dWn2hiLKsuTGNhzeyx6bwOalUJCBOOG9sZ1NYN8z1PosgjITB5VX/NkqMpuFckyvH7tsWm1RQjxxk8WMZSMFDx+JeRrZy33VRBYBpPklK1bgTPPBP79b+D222kUIoQQQiJEJ79l2ByYX3+ztfX/DY1NWPju+takyM1K4f5FazCxbkW4jpYQdfWpUEYhwEj7kKvqxoQQAxqGSMbku1y9XynLphZ/jziWwSwdROQYEVklIu+IyPicd6ClBfjxj4GHHwZuusn4PyGEEEIiQye/ZZgcmJNnrwzUJQHggcVrtM9ZaqRbpThX1Y0JIQY0DJGMyXe5+kxKWbIMZmkgIgkAfwRwLIB9AIwTkX1y1gGlgMsvB+65B5g0Cbjiipw1TQghhJQKbgmv7YTNgWnPUeQH1Ulv0q1SnKvqxoQQAxqGSMbku1x9JqUsWQazZDgQwDtKqfeUUlsAPAjgpJy1PnEi8Ic/AFdeaRiGCCGEEBI5zsplleVJdKtItqlixoTGuSXdKsW5qm5MCDFgVTKSMT0ry11z9eSyXL1bVTSB8qx0YB3DMpglQxWAD21/fwRgaE5a/r//A264wQgd+93vAIYvEkIIKUFyVajEr3JZWLpVJLXy41QkudbuhZueHgR1dEJyD6UYyRg3t91cCnTn6pC1IjTmgF6e3+GqEXEiIheIyBIRWbJu3bpoTvrHPwLjxwNnnAH8+c80ChFCCClJ8p2PMl0mjR6IZMJ/7C4T4IYx++WoR4VHTXUVxh5QBV0NqLI8SR2dkDxAjyGSMZbgzle5eqsPzva8chyxRH1JkgLQ2/Z3L3NbK0qpOwDcARglWTNu8d57gUsuAU46ycgtlPDOeUAIIYQUM375KONsAHDTcUcM6IEFb67Lm85biCx4cx28FKuECJqVQhXvJSF5hYYhEglRuu1GRb5zH5FY8V8Ae4lIPxgGoe8DOCNrrT3yCHDuucCRRwIPPggkk1lrihBCCIk7hayTxVHHLTS8fmcB8O7U43LbGUKIKwwlI0WLV44jJrMrPZRSWwFcAmAegDcAPKSUWpmVxv79b2DcOGDYMKCuDujcOSvNEEIIIYVCMelkdfUpDJ82H/3Gz8XwafNjHw4XB7x+5zIR3j9CYgINQ6RoGTGgR6jtpLhRSv1LKfVtpdSeSqnrs9LI888DY8YA++4LzJ0LdOmSlWYIIYSQQiLf+SijolBzJeUbt98fAJqV4v0jJCbQMESKlgVvuicQ9tpOSEb897/ACScAffsC8+YBlZX57hEhhBASC7wKhRRaiJZfriTijfX7J1yKcPD+ERIPmGOIFC2FHM9OCozXXgOOOQbYaSfg6aeBHvRKI4QQQuwUQ64e6pbpUVefwpQ5K9Gs3FNQ8/4Rkn/oMUSKlvKk++PttZ2QtHj7beCoo4xcQk8/DVQVttJLCCGEEHeoW4anrj6F2oeXY8OmJs9jCjHXFCHFBj2GSNHSuLUl1HZCQrNmjVF5bOtWI7/QHnvku0eEEEIIyRLULcMzfd4qNDV7FasvzFxThBQjNAyRosXDW9VzOyGheeop4IsvgAULgL33zndvCCGEEJJFqFuGJyhMrBBzTRFSjNDvkRQtbgnu/LYTEprzzjNCyaqr890TQgghhGQZ6pbh8QsTq6osp1GIkJhAwxApWsYN7R1qOyFpwUTThBBCSElA3TI8taP6I5lobzhLlglDyAiJEQwlI0XLdTWDAAAzFn+IZqWQEMG4ob1btxNCCCGEEKILdcvwWB5BU+asbE1AXVmexOQTB9JbiJAYQcMQKWquqxnEwZoQQgghhEQCdcvw1FRX0QhESMxhKBkhhBBCCCGEEEJIiULDECGEEEIIIYQQQkiJQsMQIYQQQgghhBBCSIlCwxAhhBBCCCGEEEJIiULDECGEEEIIIYQQQkiJQsMQIYQQQgghhBBCSIlCwxAhhBBCCCGEEEJIiULDECGEEEIIIYQQQkiJIkqpfPehFRFZB2B1vvthYycAn+W7ExFSbNcDFN81Fcv17K6U6pHvTqSLhiwqlt9JB15r8VIK11sMsmgj8vs75fs5YftsvxjaL2hZBGR1npbv31gX9jNaCqWfQOH0VaefnrIoVoahuCEiS5RSQ/Ldj6gotusBiu+aiu16ipVS+p14rcVLqV1voZLv34nts322TzmZTQrlHrOf0VIo/QQKp6+Z9pOhZIQQQgghhBBCCCElCg1DhBBCCCGEEEIIISUKDUP+3JHvDkRMsV0PUHzXVGzXU6yU0u/Eay1eSu16C5V8/05sn+2zfZJNCuUes5/RUij9BAqnrxn1kzmGCCGEEEIIIYQQQkoUegwRQgghhBBCCCGElCg0DPkgIqeKyEoRaRGR2Gci90NEjhGRVSLyjoiMz3d/MkVE7hKRT0XktXz3JQpEpLeILBCR181n7rJ894noISJXiYgSkZ3y3ZdsISLTReRNEXlVRB4Tkcp89ylqik1GekFZE3903zcR+UBEVojIMhFZkof2s/LO6OpeWbx+3fazdf3dReQpEXnb/Lebx3HN5rUvE5HZGbbpey0i0klEZpr7F4tI30zaS6P9H4rIOtv1nh9x+746pRjcavbvVRH5TpTtk/jPuQpBRyiUuVGh6CEi0llEXhaR5WY/p+S7T36ISEJE6kXkn+meg4Yhf14DMAbA8/nuSCaISALAHwEcC2AfAONEZJ/89ipj7gFwTL47ESFbAVyllNoHwDAAFxfBb1T0iEhvAEcDWJPvvmSZpwDsq5TaD8BbACbkuT+RUqQy0gvKmvgT5n0boZQaHHEZ3cD2s/zOhNG9snH9ge1n+frHA3hGKbUXgGfMv91oNK99sFLqxHQb07yW8wBsUEp9C8DNAP4v3fbSbB8AZtqu969RtW9yD/x1ymMB7GV+LgDw54jbJzGecxWQjnAPCmNuVCh6yGYAI5VS+wMYDOAYERmW3y75chmANzI5AQ1DPiil3lBKrcp3PyLgQADvKKXeU0ptAfAggJPy3KeMUEo9D2B9vvsRFUqpj5VSr5j//wrGi12V314RDW4G8AsARZ2sTSn1pFJqq/nnIgC98tmfLFB0MtILypr4k+/3TbP9rL0z+da9NNvPpsw4CcC95v/vBVAT0Xm90LkWe58eBnCEiEgO288qGjrlSQDuUwaLAFSKyG656V1pkO/3PoC8P6M6FMrcqFD0EPN9/9r8M2l+Yqnvi0gvAMcDyMhoTsNQaVAF4EPb3x8hhi8gMTBdtKsBLM5zV4gPInISgJRSanm++5JjzgXw73x3ImJKUkZS1hQEfu+bAvCkiCwVkQty3H4c3plcXL8X2bz+XZRSH5v//wTALh7HdRaRJSKySERqMmhP51pajzGNhl8A2DGDNsO2DwBjzTCuh01v3VwSh+ed5A/+/lki7nqIGZ61DMCnAJ5SSsWynwBugbFQ3ZLJSTpE0pUCRkSeBrCry66rlVKP57o/pLQRke0APALgcqXUl/nuT6njJx8A/ApGGFlRoCMLReRqGC7AD+SybyR6KGvyS0Tv28FKqZSI7AzgKRF501wxzlX7aROR7pXV688mAWNLK0opJSJeK9S7m9e/B4D5IrJCKfVu1H2NCXMAzFBKbRaRn8DwXhqZ5z6RkOT7vSPxohD0EKVUM4DBYuTae0xE9lVKxSqHk4icAOBTpdRSETk8k3OVvGFIKXVkvvuQA1IA7KsrvcxtJEaISBKGgHxAKfVovvtDvOWDiAwC0A/ActObvheAV0TkQKXUJznsYmQEyUIR+SGAEwAcoZSKpSttBpSUjKSsyT9RvG9KqZT576ci8hiMcActw0gE7Wf0zkShe2Xz+jXI2vWLyP9EZDel1MdmuNKnHuewrv89EXkWxqp7OoYhnWuxjvlIRDoA6Arg8zTaSqt9pZS9rb8C+G1EbetSUmNEtijgORd//4gpND1EKdUgIgtg5HCKlWEIwHAAJ4rIcQA6A9hBRO5XSp0V9kQMJSsN/gtgLxHpJyIdAXwfQEYVLEi0mLH6fwPwhlLqpnz3h/ijlFqhlNpZKdVXKdUXhlvxdwrVKBSEiBwDw0X1RKXUpnz3JwuUjIykrIk/Ou+biHQRke2t/8PwXoxEWdV83/P6zmTz+jXJ5vXPBnCO+f9zALTzpBCRbiLSyfz/TjAmBq+n2Z7Otdj7dAqA+REuEAS278jncyIyTLCaBrMBnC0GwwB8YQv3I8VPyegIuaBQ9BAR6WF6CkFEygEcBeDNvHbKBaXUBKVUL3M+8n0Y8jm0UQigYcgXETlZRD4CcBCAuSIyL999SgczHvwSAPNgDKYPKaVW5rdXmSEiMwC8BKC/iHwkIuflu08ZMhzADwCMlG3lWI/Ld6cIMbkNwPYwwjWWichf8t2hKClGGekDZU38cX3fRKSniPzLPGYXAC+KyHIALwOYq5R6IlftZ/Od8dK9cnX9Ou1nWWZMA3CUiLwN4Ejzb4jIEBGxEovuDWCJef0LAExTSqVlGPK6FhG5RkSsamd/A7CjiLwD4Ep4V0rLVvuXilEuejmASwH8MKr2AXedUkQuFJELzUP+BeA9AO8AuBPARVG2T+I95yoUHaGA5kaFoofsBmCBiLwKwzj4lFIq7VLwhYAUX0QAIYQQQgghhBBCCNGBHkOEEEIIIYQQQgghJQoNQ4QQQgghhBBCCCElCg1DhBBCCCGEEEIIISUKDUOEEEIIIYQQQgghJQoNQ4QQQgghhBBCCCElCg1DhBBCCCGEEEIIISUKDUOEEEIIIYQQQgghJQoNQ4QQQgghhBBCCCElCg1DhBBCCCGEEEIIISUKDUOEEEIIIYQQQgghJQoNQyWGiPQXkWUi8pWIXJrv/uQSEZksIvfnux+EkNKWRYSQ7EL5oo+I9BURJSIdzL//LSLn5LtfhBCDQpVnInK4iHyU734QfWgYKj1+AWCBUmp7pdSt6Z5ERJ4VkfMj7BchpLQoSFlERYeQgqAg5UsQInKPiFyXzTaUUscqpe7NZhuEkFAUpTwj8YOGodJjdwAr890Ja2UqX98nhOSdopBFhJBYUpLyhfKMkKKkJOUZyT00DJUQIjIfwAgAt4nI16Zr4u9EZI2I/E9E/iIi5eax3UTknyKyTkQ2mP/vZe67HsAhtvPc5nRFNo9rtUyLyA9FZKGI3CwinwOYLCKdvNp36fvhIvKRiPxSRD4BcLdfH83v9BOR50zXy6cA7JSlW0sICUGhyiIR6QLg3wB6mu19LSI9ReRAEXlJRBpE5GOzHx3N73xPRD4Tkd7m3/ub1zEgqzeZkBKlUOWL+X1L1/mVKTc+EJEzzX0XADgTwC/M/swxt39g6kavAtgoIh1EZLyIvGvqP6+LyMm2NhJmfz4TkfcAHO/og/16ykRkooisFpFPReQ+EekayQ9FCAmkkOWZ7Zzt5BmJJzQMlRBKqZEAXgBwiVJqOwAXAvg2gMEAvgWgCsBvzMPLANwNw0rdB0AjgNvM81xtP49S6hLNLgwF8B6AXQBcD2CaT/swJ1kH276/K4DuZp8u8OujyT8ALIVhELoWAGPmCYkBhSqLlFIbARwLYK3Z3nZKqbUAmgFcAUPWHATgCAAXmX38D4DbAdxrKk/3A/i1UupN3ftFCNGnUOWL7fu7wpAlVTD0ljtEpL9S6g4ADwD4rdmf0bbvjINh4KlUSm0F8C6MSWBXAFMA3C8iu5nH/hjACQCqAQwBcIrPtfzQ/IwAsAeA7dBWzyKEZJFilWfaN4DkFBqGShQRERjGlSuUUuuVUl8BuAHA9wFAKfW5UuoRpdQmc9/1AA7LsNm1Sqk/mErLN37tm32oVEq9aPt+C4BJSqnNSqlGvz6KSB8A34UxAduslHoewJwM+08IiZgClUVtUEotVUotUkptVUp9AMMQZO/jZBgTtJcBpAD8McP+E0I0KGD5YukuzwGYC+C0gDZvVUp9qJRqNM85Sym1VinVopSaCeBtAAeax54G4Bbz+PUApvqc90wANyml3lNKfQ1gAoDvC0NKCMk5JSTPSJ6gYC9degCoALDUkDMAAAGQAAARqQBwM4BjAHQz928vIgmlVHOabX6o274H65RS37Qe7NNHAD0BbDBX+C1WA+idZt8JIdmhEGVRG0Tk2wBugrH6XgFjbF1q7VdKNYnIPQBuBXClUkql2W9CSDgKUb646S49Q7QJETkbwJUA+pqbtsO2cPqejuNX+5y3p2P/ahjybRcYRm5CSO4oFXlG8gQ9hkqXz2C4GA40rbuVSqmuppsiAFwFoD+AoUqpHQAcam63JIFzYmO99BW2bbs6jrF/J6h9N5xt+vXxYwDdxMgJYtHH59yEkPxQaLLIzajzZwBvAtjL7OOvbP2DiFQBmATDxftGEenkcW5CSLQUmnwB3HWXtR79ademiOwO4E4AlwDYUSlVCeA1bLumj9F2kcxPN1oLIyzFfuxWAP/z+Q4hJDsUmzwjMYOGoRJFKdUCQ3G4WUR2BozJi4iMMg/ZHsbL3yAi3WFMauz8D0a8uXW+dTBWj84yExueC2DPDNrXwbOPSqnVAJYAmCIiHc1419HupyGE5IsClEX/A7CjIwHr9gC+BPC1GEmlf2rtMF2/7wHwNwDnwZiUXevVH0JIdBSgfLGwdJdDYOQDmuXWHw+6wJjMrTPb+xGAfW37HwJwqYj0EpFuAMb7nGsGgCvEKOaxHYywkZlmWAkhJIcUoTwjMYOGodLmlwDeAbBIRL4E8DQMSzMA3AKgHIZ1eBGAJxzf/T2AU8TIen+rue3HAGoBfA5gIID/ZNA+xMiaf4jP94P6eAaMpGnrYQjH+wL6QwjJDwUji5SRNHoGgPfMJIs9Afwchrz5CobSNNN27ksB7Awjxl4B+BGAHwXINkJIdBSMfDH5BMAGGKvqDwC4UG1LVv83APuYsqfOrTGl1OsAbgTwEoyJ4CAAC22H3AlgHoDlAF4B8KhP3+8C8HcAzwN4H0aOkZ8FXC8hJHsUkzwjMUOY6oAQQgghhJD8IiKHA7hfKdUrz10hhBBSYtBjiBBCCCGEEEIIIaREoWGIEEIIIYQQQgghpERhKBkhhBBCCCGEEEJIiUKPIUIIIYQQQgghhJAShYYhQgghhBBCCCGEkBKFhqECQkQ6ichdIvKliHwiIlf6HLuviMwTkc9ExDNeUET2EpFvROR+27bDRaTFLDlofc5xfO/7IvKGiGwUkXet0oQiso+ILDFLIW4QkadFZB/b92pF5DUR+UpE3heRWtu+nUVkhoisFZEvRGShiAy17R8hIivMMq2fi8hjIlJl27/S0eetIjLHtl+Z/bX2/9W2b7KINDm+v4dtf0JErjP79pWI1ItIpW3/FeZv8qX5G3Wy7esrIgtEZJOIvCkiR9r2/cXR5mYR+SqKe01INgkpj84RkaXmsR+JyG9FpINt/yXms7xZRO5x+f75IvKO+Y48IUaJeGtf0Ls72Gx7k/nvYNu+ShG5V0Q+NT+THe1+T0ReNt/5V0XkYNs+Xznpd00i0lFEHhaRD0y5dLhjv4jI/5ly7nPz/+JyX842v3++bdsVIvKeea/XisjNjns9WEReEEPGfiQiv7bt62uez35N9v33iMgWx/6ES79+Y57nSOc+QrJJxHLpWTH0I+tZX2Xb9yvHe9BoyoOdzP3dRWSm+f5+JiIPiMgOLn04zHxXrrNt89XfzHM/JoZOsFpEzrDt201EZpvvvhKRvh7X3l1E1onIi7ZtZzquaZN5jgPM/Z76m7n/WjF0tK0uslRE5GoRWWPe7wft98NPtojIMBF5SkTWm32eJSK72b7r2y9C8kFIWRT0zmeiT4wQYw7yhYh84HJuP50gSCb46l+286Sjq3jqX45z32We+1uO7enOU331QvOYy0xZs9Fs49u2e+05Ty0IlFL85OEDoEMa35kK4AUA3QDsDeATAMd4HNsfwHkATjJ+Zs9zPmme837btsMBfOTznaMArAYwDIZxsQpAlbmvEkBfAAIgAeBSAK/avvsLAN8B0MHs42oA3zf37QHgSgC7md+9AMBnALYz9+8CoKf5/04AfgtgtkcfBcD7AM62bVMAvuVx/GT7PXDZfx2A+QB2N8+9L4DO5r5RAP4HYKD52zwLYJrtuy8BuAlAOYCxABoA9PBo5x4Ad0Vxr/nhR/eTA3n0UwCHAOhoPsNLAYy37R8DoAbAnwHc4/ju4QA+Nd+vjuYxz9n2e7675vGrAVxhyoxLzb87mvvvBjALQIX5Lr0L4Efmvu4APgdwqvl+nQVgA4Butn75yUm/a+oI4HIABwP4GMDhjv0/AbAKQC/zfr0O4ELHMd0AvAngNQDn27bvCaDSdg3zAVxp2/86gOvNa9rTbP9Ec19fGHLS9Xkw5dN1Ac/FngBWAFgL4Mh8P9v8FO4nBnLpWfu7FdDuZADzbX//CYZ+tQOArgCeBnCT4ztJAMsALLK/VwjQ3wDMADATwHamDPkCwEBz3y4ALgJwkPku9/Xo750Angfwos81/RCGTLTykXrqb+b+cwAcC+BxAJMd5zrHlFe9zX4/DuBe235P2WKe81TzXlYAuAvAE7b9vv3ih59MPzmQRUHvfCb6xIEAfgBjTvWBy7k9dQKXY50yYTJ85k7mMaF1FQToX7ZzHAzgOTjmd8hsnuqpF5r7zwfwKoB9zHPsCaC7uU97nhrXT947ENeP+WPfDGNC8iUMRXdfc185gBvNh+4LAC8CKDf3nQhgJYzJ/7MA9rad8wMAvzQfqM0wBrFhAP5jHr/c+UI7+rQWwNG2v68F8GDAdXwLHoYhAN8H8JDzxUbwhOc/AM7TuIcdAFwMYJPPMbcC+IPP/i8BHOCyvRMMofu6x/cOA/AVgC62bWkZhmAIta8B7Omx/x8AbrD9fQSAT8z/f9v8rbe37X8Bjkmeub2L2efDsnGv+SncT7HII9uxVwKY47L9OrRXen4H4I+2v3ua7/Ke5t9+7+7RAFIwlRhz2xqYyhkMw/N3bft+BeAF8/8nAFjpON9b1vuIADnpd02O/R8577P5G1xg+/s8AIscx/wFxgTwWXhMXgHsCGNC+ifbtk0A9rH9PQvABPP/fZG5YegJAMeZzxcNQ0X8KXa55PduudyH9wCcY9v2bwAX2f6+GMA8x/fGw5g4uL5XcNHfYOgJWwB827bt77AtRpnbOsDDMATgezAWrH4Ef8PQAgCTfPa76m8A7kd7w9DDAGodffgGQIX5d6BssX33OwC+Ctsvfor3UyyyyO2dd+wPrU/Y9h0Jd8OQp07gcmwbmQA9w1BoXQUB+pf5dwcA9QD2Q3vDUNpzJ/jrhWUAPgRwhMa5feepcf0wlMybowEcCmNi3xXAaTCsl4AxUTkAxsDWHcZqRYvpSjYDhuW2B4B/AZgjIh1t5x0H4HgYFstdAMyF8aJ3B/BzAI+ISA8AEJHxIvJP8//dYHjSLLedazmMVfTQmC6818BQhNzYWUT+Z7rK3SwiXczvJQAMAdBDjNCOj0TkNhEpd5y/Acag/wcAN3j0QWCs1q302D8YhiX8Hdu2Pua5G2Hcr9969P8cAI8opTY6tj9vunQ+Ku1drEebrsorReSntu2DAGwFcIr53bdE5GLb/oFo/7vsIiI7mvveU0p95djv9ruNBbAOxipepPeaFDzFJo8Ohcd774G4/H9f2zavd3cgjJUgZdv2qqOfznPv67HPbb+rnIwAN5nS2mcRORCGbPiL25dF5AwR+RKGgrM/gNttu28BcLaIJEWkPwzPgqcdp1htypu7xQyNsXGRea+XishYR7unAtislPqX7oWSgqYU5NJUMcI7FoojRMPGIQB2BvCIbdsfAZwgIt3Mfo2FYSyC2dfdAZwLQw8Lw7cBbFVKvWXbpn2Npl5xG4BLYEymvI7bHcb9uM9jv6/+5nVax/87AdjLts1TtjjwHD/S7BcpfIpNFuWSWxCsE/jJBC/9K1NdJUj/ugLA80qpVx3njGLu5KUX9jI/+4rIh6buN0VEWu0pIeap8STflqm4fgCMhGGdHAagzLa9DMaPvb/Ld34N4CHHsSmY1lsY1udzbft/CeDvjnPMg23Vyba9N4xBvLNt21Fwsf46vudqfQbwewC/NP8/GW09hnaF4SJXBqAfDEPF7eY+a7V+CQyhtxOAhQCud2mjCwwr8fEefZsCQ1B2ctm3AwyLv5fVurt5/4a57KuAsWJwuGP7oTAMTZUwFKPXYK6Mm9fbE4Zb4fdguFKOM/edYV7z32CsPOwHw4BzlLn/XdjcQ2G4hysYq+8/QPuV/uvhYvEH8Axsq2xR3mt+CvuDIpFH5nHnwljV2slln5vH0JEwlIb9zPfvdgAttvfT7939NRwrdAAesN4zGCvbjwLYHoasfBeGYQMwVrAaYCiGSRjG5hZsk4WecjLomhz73TyGmgEMsP29l3m/LdfnJTBlH/xX4faCsUq5q23b92AY27ea55xi27cdDIWqAwwl+GHYvBxgrNTvaO4/DoaH43Bz3/YA3obpoQB6DBX9B0UulwAMNZ/rTub7/xVcPIdh6Ab3OLb1hDG5ajE/T8EMYTX3Pw7gdPP/90DfY+gQmB7Jtm0/BvCsY5urxxCMydSfzf//EB4eQ+bv9KzbPnO/n/7m5jF0vvms9IUxcZ9t9u8gc7+nbHGcZz8A6wEcErZf/BTvp1hkkds779ifDY8hT53A5X4969jmp3+lrasgWP/qbfa5q/m3gukxhAznTvDXC79nnnsutoWkvQXgxy7n9pynxvlDjyEPlFLzYRgP/gjgUxG5w/Sy2QlAZxgPipOeMFwVrXO0wHA5syee+tD2/90BnGomqWowLYwHw3iQnXxt/mtPXrgDjMEzFKYnzpEw3C7boZT6RCn1ulKqRSn1PgzrurV602j++wel1MdKqc9g5M85zuU8G2FYie8TkZ0dfbgEwNkwXsbNjn3lAObAMKhM9ejjegD3AnhcbMnKTMbAUByec3zneaXUFqVUA4DLYEzm9jb3va6UWquUalZK/QeG4ewUxzVfo5RqVIZ1+kHbNX+N9r8LYPw2zn3WfmeC6T4wQlPslvhI7jUpfIpFHolIDQzX2mPN5zkQpdTTACbBWI3/wPx8BUMBCnp3g96/S2G8Z2/DmKjNsJ33cxjx/lfCyCF2DIyJnrXfT05miptM+VoZ2sZFMLygFgWdRCn1NoyV8z8BRsJZGKFe18B4bnoDGCUiF5nHf62UWqKU2qqU+h8Mr4KjRWR7c/8rSqnPzf3/gmFkG2M2NxmG0vxBZpdOCoVil0tKqcVKqa+UUpuVUvfCmFwc5/huBYw8GPc6TvsQjAnD9mYf3oUx4YCIjIYRXj7Tr18eaOkUboiRtP9SAFdrtHM22l+TdR5P/c2Hu2DI12dhyKQF5nZLnvrJFqvdb8HwurpMKfVCRP0iRUCxyKJcE6QTOGgnEwL0r7R1lSD9C4aX0zVKqS9cTpfp3MlTL7Sd+7dKqQZT37nd49x+89TYQsOQD0qpW5VSB8CwiH4bQC2MletvYCSbcrIWhuAA0OrS2huGBbr1tLb/fwhDka60fboopaa59GUDDEvs/rbN+yM9d9nDYVg514jIJzBc3caKyCsexyuYz4rZj48c16HcvmRSBsODx1497FwYsfVHKKU+sh8sRjWvOrONnwRcRwcY7ttOJekcAPeZkyg/rBX4oH2v2rbB5f8r0f53+Z8p2FYC2MOaWNn2O3+3HwBYqJR6r7WBCO41KR4KXR6JyDEwEp6OVkqt8L3Y9u39USm1l1JqFxgGog4wPP5cD8e2d3clgP3Ma7fYz+qnUmq9UupMpdSuSqmBMN6hl23tPqeU+q5SqjuMd3SAfb9Lu1GNqW4yxbq3RwA4WYyw1k9grGDdKCK3eZyrA7Y9H3sAaFZK3WdOwD5CWyO3E+v58Lou+70+AsCltn71BvCQiPzS8ypJwVNicslNZzgZxkLUs47tg2Gsbm9USn0NY/JhvWdHABhie1dOB3C5iDwe0D5gGJs6iIg9BEtXFzwQxiT2dbPd3wM40OxHa3VBERkOY9L8sPMEfvqbH6YBfZJSqq9SqpfZ3xTa/u5tvgLbvTbDWJ4GcK1S6u9R9YsUD4Uui/KElk7gJxMcOHWCdHWVIP3rCADTbecGgJdE5IxM504BeuEqGDnedM/tNU+NLyoGbktx/AD4Lgw34iQMV7MnYLrXwbBIP4Nt7nMHwXA17g9gI4wHNgnD4PIetlXA+QA213oYAugTGFWtEjCstYcD6OXRp2kwvGC6wXhBPoZ3hnsxz7cPTHdGmK61MF6AXW2f38F42XuY+0dgW/Wt3jBWdu62nfsaAP+F8bB3g5FM+Vpz31EAqs3r2QFGEsC12FbB60zzmvd26XMShqdQHVySn8JYPeoP4yXtAWNF7hXHMb1guEPu6dg+EIailoARLnELjBc8ae4/ybwWgaE8pdA2keTzMKzCnWB4GX0KM/kYDEv2J+a9roSRWd9elWyReY87w1AiG+CoSmb25VyXa077XvNTPB8UvjwaCSPe/1CP/R3M9qbCSKTaGdvCPDvDiO8WAH1gTMDsyd49311sq0p2mXlPLkHbqmR7wnBZTsCofPMZzOo+5v5q897tAENmLLTtC5KTntdk7u9kbvsIRn6EzthW6eNCAG/AUFR6wlAmLzT3VaKt/P4PjFW1rub+8wHsbP5/H/O7N5l/7wBD/pwBQ47uCiMJ7Q3m/qHYJmN3hFH5aIGtz6fAkJ9lZp+/wja3+x0d/foQhifFdvl+f/jJzgdFLJfM92yU9d7C0F02wpb02TzuSRgr187vL4CRu6Lc/PwJwH/Mfds73pWZMDy4rco2nvqbuf9BGKvYXQAMh60qmbm/s7lPmffb0r86Odq9DMBi2EJNzePugLG45rwmT/3N3J802/4HjJCXzgAS5r7uMOStmNf1Gtom2PeTLVUwPD5+7tGub7/4Kf4PCl8WBb3zmegTZebfx8LQfzrbrtFXJ7Cd30sm+OlflUhTVzG3+elfOzvOrWCEEVpJxTOZpwbphfcB+CcMOd4LRsU1qyhJ4Dw17p+8dyCuHxiC4lUY7oCfwXBrtcqml5sPaQrGgPy87WE8GUbpvy9gCAT7w/QBHDkXYAiy52CsOK2DEbfYx9z3KwD/th3bCYY77pcwXOvsJYj7mH21vtvXfFHsnw88rnUy2uYYutK8tk0wlPtb0baqVhKGktMAQ0jeanuhTjVfkq9t17Of7bvvA2gy91ufv5j7DjP7ucmx/xBz/8/M7280230QwO6Oa5kAM3u8Y/tIGMaXjTCMOnUA9rLtnwFDQfza7P+lju9XwRhovoYxcPzEsd9yd/wSRqlDu0DvC2My22j2wfkMHGT2a3uXfqd9r/kpng8KXx4tgGGwtb/X9nNNRnt5NdncV2leu/XeT4U52TD3B7271TDKUDcCeAVAtW3faTAUgk0wykaPcnx3hnnvvoAxedvZti9ITnpek+3+O/f3NfcJjISF683Pb2GrrObo47NoWwL2bvP32Gi2MR1t8xyMhKEwfWHezzuxrTLQOGyTsR/DUIDs+YleML/3JYw8Hp4locEcQ0X/QRHLJRhK/X9hGCgaYCzwHOXoV5X5/XbVTmGEqs+BIZvWw9Af9vK4j/egbbn6vi6y4QPb/u4wdJiNMKosnuE4n/O7yqPdH8KRYwjGpLEBLlV34KO/2a7D2fYPzX3fhqH/bIIxOb3ScW5P2QIjlFg52v1at1/8FP8HhS+Lgt75yS77Jzv66qVPHO6y71nbdz11AnO/n0zw1b8cxz6LcLqKp/7lcm6FtlXJMpmnBumFO8CYf34FQ/f7DbYZ4QLnqXH/WBdCCCGEEEIIIYQQQkoM5hgihBBCCCGEEEIIKVFoGCKEEEIIIYQQQggpUWgYIoQQQgghhBBCCClRaBgihBBCCCGEEEIIKVFoGCKEEEIIIYQQQggpUTrkuwN2dtppJ9W3b998d4MQkiFLly79TCnVI9/9SBfKIkKKA8oiQkgcKHRZBFAeEVIM+MmiWBmG+vbtiyVLluS7G4SQDBGR1fnuQyZQFhFSHFAWEULiQKHLIoDyiJBiwE8WMZSMEEIIIYQQQgghpEShYYgQQgghhBBCCCGkRKFhiBBCCCGEEEIIIaREoWGIEEIIIYQQQgghpEShYYgQQgghhBBCCCGkRKFhiBBCCCGEEEIIIaREoWGIEEIIIYQQQgghpETpEMVJROQDAF8BaAawVSk1RES6A5gJoC+ADwCcppTaEEV7hBDiBeURISQOUBYRQuIAZREhRIdIDEMmI5RSn9n+Hg/gGaXUNBEZb/79y0wbqatPYfq8VVjb0IieleWoHdUfNdVVWT3XxLoVmLH4QzQrhYQIxg3tjetqBrU7br9JT+DLzc2tf+/QKYFXpxyTVt+i7D8hmTD0+qfwv6+2tP69y/Ydsfjqo/LYIy1yIo8srHcx1dCIhAialUJVwDuZzvvr/E7fHcux6L0NgbJJt/9xlSVH3fQs3v50Y+vfe+3cBU9deXj+OkS0KVD5ESU5lUV+6OoyTnKld5Xys6Jzj+Mup6OglJ+BHBAbWURIMaMrq93mDskyoKll2zF77dwF677agobGJt82ywQ4Y2iftOYAbc6T0bf9OQnAveb/7wVQk+kJ6+pTmPDoCqQaGqEApBoaMeHRFairT2XtXBPrVuD+RWvQrBQAoFkp3L9oDSbWrWhznNMoBABfbm7GfpOeCN23KPtPSCY4lTQA+N9XWzD0+qfy1KO0iVweWdjfRQCtssLvnUzn/XX7zsJ31wfKpjD9j6MscRqFAODtTzfiqJuezU+HiDZFJD+iJGuyyA9dXcZJrvSuUn5WdO5x3OV0FJTyM5An8iKLCClmdGW119zBbhQCDH03yCgEAC0Kac0BnERlGFIAnhSRpSJygbltF6XUx+b/PwGwS6aNTJ+3Co1NbY0vjU3NmD5vVdbONWPxh67fd253GoWCtmdKlPeCEC+cSlrQ9piQE3lk4fYuWni9k+m8v37t2PGSWWHOGydZ4jQKBW0n8aFA5UeU5FQW+aGryzjJld5Vys+Kzj2Ou5yOglJ+BnJAbGQRIcWMrqzW1enDEnYO4CSqULKDlVIpEdkZwFMi8qZ9p1JKiYhy+6IpoC4AgD59+vg2sta0quluj+JclgXPidf2XBHlvSCkyEhLHoWRRXaC3jm3/em8v7rvdljZRFlCSNbIqSzyI11dJh96V6mhc19470iG5GSeRkipoyursyW7M7VPROIxpJRKmf9+CuAxAAcC+J+I7AYA5r+fenz3DqXUEKXUkB49evi207OyPNT2KM6VEHE9zmt7rojyXhBSTKQrj8LIIjtB75zb/nTeX913O6xsoiwhJDvkWhb5ka4ukw+9q9TQuS+8dyQTcjVPI6TU0ZXV2ZLdmdonMjYMiUgXEdne+j+AowG8BmA2gHPMw84B8HimbdWO6o/yZKLNtvJkArWj+mftXOOG9nb9vnP7Dp0Srsd5bc+UKO8FIV7ssn3HUNvzTS7lkYXbu2jh9U6m8/76tWPHS2aFOW+cZMleO3cJtZ3Eh0KTH1GSD1nkh64u4yRXelcpPys69zjucjoKSvkZyCZxk0WEFDO6slpXpw9L2DmAkyg8hnYB8KKILAfwMoC5SqknAEwDcJSIvA3gSPPvjKiprsLUMYNQVVkOAVBVWY6pYwalVZVB91zX1QzCWcP6tFrgEiI4a1j7rN+vTjmmnREom1XJorwXhHix+Oqj2illMa8SkjN5ZGF/F4Ft1nq/dzKd99ftO8P37B4om8L0P46y5KkrD29nBGJVssKgAOVHlORcFvmhq8s4yZXeVcrPis49jrucjoJSfgayTKxkESHFjK6s9po7JB2Wmb127oLK8mRgu2WCtOYATkTlOVeOnSFDhqglS5bkuxtpUwqlRAnRQUSWKqWG5Lsf6VIosogyhxB/KIu2QXlBSP4odFkEFI5uREgxEtUY7ieLoko+XdTo/BBW2Tkrw7hVng4AFS9CSDsyFfCUOYQQXQpBXtBwRQghhLTHbQy/YuYyXD5zGaoiHC9pGApAV5nyK0+XLcWGShQhhUkUk7QoZQ5lCSHFTT50lDAUguEqm1AGE0IIsXCOCZu2bG03hlsxX1GOl5FUJStm/JQpO7kuJWopUamGRihseyjq6lNZaY8QEh26csWPqGQOZQkhxU/cy51HIRMLFcpgQgghFm5jwoZNTb7fiWq8pGEoAF1lKtelREtZiSKk0IlikhaVzKEsIaT4iXu587gbrrIJZTAhhBALtzFBhyjGSxqGAtBVpnJdSrSUlShCCp0oJmlRyRzKEkKKn7iXO4+74SqbUAYTQgixSFf2RzFe0jAUgK4yletSoqWsRBFS6EQxSYtK5lCWEFL8xL3cedwNV9mEMpgQQoiFl+yvLE+2lrcXx76oxksmnw7AUpp0kgLWVFflTMmqHdW/TaJGoHSUKEIKnTByJeg8mcocyhJCSoNc6ihhiUomFiKUwYQQQiy8xoTJJw5sHROzVbCAhiEN4qhMlbISRUgxEBe5QllCCIkDcZGJuYYymBBCiIXOmJCt8ZKGoQKmVJUoQki0UJYQQkj+oAwmhBBika8xgTmGCCGEEEIIIYQQQkoUGoYIIYQQQgghhBBCShSGkhUw2Uo8RQgpLShLCCEkf1AGE0IIAfI7HtAwVKDU1afaZCxPNTRiwqMrAIDKBCFEG8oSQgjJH5TBhBBCgPyPBwwlK1Cmz1vVpowdADQ2NWP6vFV56hEhpBChLCGEkPxBGUwIIQTI/3hAw1CBsrahMdR2Qghxg7KEEELyB2UwIYQQIP/jAUPJIiSXMYE9K8uRcnlIelaWZ6U9QkjmxDGPBGUJISSOxFFeZgPKYEIIIUD+xwN6DEWEFROYamiEwraYwLr6VFbaqx3VH+XJRJtt5ckEakf1z0p7hJDMyLWM0IWyhBASN+IqL7MBZTAhhBAAGDGgR6jtUUPDUETkOiawproKU8cMQlVlOQRAVWU5po4ZVJSraYQUA/mOG/aCsoQQEjfiKi+zAWUwIYQQAFjw5rpQ26OGoWQRkY+YwJrqKioOhBQI+Y4b9oOyhBASJ+IsL7MBZTAhhBC/sS8X4dX0GIqIyopkqO2EkNKCMoIQQvSgvCSEEFJqeOUSqqxI5iS8moahiFAq3HZCSGlBGUEIIXpQXhJCCCk1vHLOKYWchFfTMBQRXzQ2hdpOCCktKCMIIUQPyktCCCGlhlfOOa+xL+rwauYYioh8lJcrlVKuhBQD+S5B6QdlCSEkTsRZXmYDymBCCCGAe865KXNWYsOm9sahqMdEegxFRK7LjZZSKVdCioG4liSmLCGExI24ystsQBlMCCHEi7r6FL7+Zmu77cmERD4m0jAUEbkuN1pKpVwJKQbiWpKYsoQQEjfiKi+zAWUwIYQQL6bPW4WmlvYJ9rp07BD5mMhQsgjJZbnRUivlSkgxEMeSxJQlhJA4Ekd5mQ0ogwkhhHjhNRZkI+deSRuGCjmmu9Ti7wkpNXIlnyhLCCGlSFx0QMpgQgghXuRyjCjaULK6+hSGT5uPfuPnYvi0+e1itQs9pruU4u8JKTUykU9Bss8JZQkhpNSIkw6YiQwOK+8JIYQUFiMG9HDdvn7j5shlf1EahnQG/EKP6S6l+HtCSo105VM6kx3KEkJIqREnHTBdGRwn4xYhhJDssODNda7bG5taIpf9RRlK5jfgWwNtNmK6c+2WXCrx94SUGrryySlzNm7eGij73KAsIaT4iUvoVByIW16fdGSwjq5LCCGksNEZl6KS/UXpMaQz4HvF5aUbr8eVG0JIVOjIJzeZ0+CRiI5JTAkpbaijtCVqHTAfxM24RQghJHp0x6UoZH9RGoZ0Bvyo82rEyS2ZEFLY6MgnN5njRSFNdggh0UMdpS3FkFutGIxbhBBC/HEbr9yIQvYXpWFIZ8CPOq+GW7Zwv+2EEOKFjnzSlS2FNtkhhEQPdZS2FENutWIwbhFCCPGnproKYw+oggQcF4XsL8ocQ9bAHhRLH2VejYQImpVy3Z4OzAVASGkTJJ+8ZE6ZALt1Lc+K7KBcIqQwiVpHKQYKPbearq4bBZT9hBCSPxa8uQ7tR/C2WB7AmcjmojQMAbkf8N0ULr/tfli5ACy3bysXAJDZj00IKR68ZEuLAhaOHxl5e5RLhBQuUeooJD7kQtel7CeEkPyikz8oCtlclKFk+aDKI67Pa7sfzAVACAkiSpmjA+USIYVLruUFKR4o+wkhJL/o5g/KVDYXrWGorj6F4dPmo9/4uRg+bX7WK29EGevNShOEkCBynV8iSC7lWuYSQvQphHw0lCHxhDopIYTkF90E1EBmsrkoQ8ny4fYaZax3z8py14SQrDRBCLHIZX4JwF8uMdSAkHiTa3kRFsqQ+EKdlBBC8otzDK+sSGLDpibXYzORzUVpGPJze82mghFVrHftqP5tFCQgfit7hJD8k8tcan5yKV8ylxCiT5yTLVOGxBfqpIQQkn/sY/jwafNdDUOCzKqTFaVhqNDdXnVX9lglghASBTqyxE8uXTFzmet5C0XmEkLyS6HrbZkSZ30u7t5mhBBS7DjHCDcvTgBQYFWydhSD22vQyh7drgkhURBGlnjJpWKQuYSQ/FHKMqQQ9Lk4e5sRQkgx4zZGCOBavj7TghJFmXy6EJIsZgqrRBBCoiAKWVIKMpcQkj1KWYZQnyOEEOKF2xihYISN2YlizCxKj6F8ub3m0hW41N2uCSHREIUsybbMjXOYBSEkc2qqq7Bk9XrMWPwhmpVCQgRjDygNLxXqc4QQUlqE0Wu9xgIFw0MoSt24KA1DQO7dXnPtClzKbteEkOiISpZkS+YWQpgFISQz6upTeGRpCs3KcI5vVgqPLE1hyO7di/49pz5HCCGlQ1i91muMqKosx8LxIyPtW1GGkuWDXLsCl7LbNSEkOuIuSxhmQUjxU8rvedxlMCGEkOgIO97lcowoWo+hXJNrV2BWiSCEREHcZQnDLAgpfkr5PY+7DCaEEBIdYce7XI4RNAxFRD5cgVklghASBXGWJQyzIKT4KfX3PM4ymBBCSHSkM97laoxgKFlE0BWYEEKih7KVkOKH7zkhhJBSIM7jXWSGIRFJiEi9iPzT/LufiCwWkXdEZKaIdIyqrThSU12FqWMGoaqyHAIjIdTUMYO4AkRIjil1WVRsULaSQoWySB++54RkF8ojQuJBnMe7KEPJLgPwBoAdzL//D8DNSqkHReQvAM4D8OcI24sddAUmJBaUvCwqNihbSYFCWRQCvueEZBXKI0JiQlzHu0g8hkSkF4DjAfzV/FsAjATwsHnIvQBqomgrSurqUxg+bT76jZ+L4dPmo64+le8uEUIyIF+yiLKEEGKnUPUiEl84zpB0oTwipPjIxpgQlcfQLQB+AWB78+8dATQopbaaf38EIFZmsbr6FCY8uqK1XFyqoRETHl0BALG04BFCtLgFOZZFlCWEEBduQYHpRSS+cJwhGXILKI8IKRqyNSZk7DEkIicA+FQptTTN718gIktEZMm6desy7Y420+etar2ZFo1NzZg+b1XO+kAIiY58ySLKEkKInULVi0h84ThD0oXyiJDiI1tjQhShZMMBnCgiHwB4EIZr4u8BVIqI5ZHUC4Crf5NS6g6l1BCl1JAePXpE0B091rqUifPbTgiJPXmRRZQlhBAHBakXkfjCcYZkAOURIUVGtsaEjA1DSqkJSqleSqm+AL4PYL5S6kwACwCcYh52DoDHM20rSnpWlofaTgiJN/mSRZQlhBA7haoXkfjCcYakC+URIcVHtsaEyMrVu/BLAFeKyDswYln/lsW2QlM7qj/Kk4k228qTCdSO6p+nHhFCskRWZRFlCSFEk1jrRSS+cJwhWYDyiJACJVtjQpTl6qGUehbAs+b/3wNwYJTnD0NdfQrT563C2oZG9KwsR+2o/m2SMVn/9zuGEFKY5FIWxU2WBMk+QkjuiJNeRAoXr3EGAIZPm095T7SgPCKkOLDk/JQ5K7FhUxMAoFOHzP19IjUMxQXdTN011VUcQAkhGRMXWcLKNYQQUpw4xxnKe0IIKW2+aWpp/X9DY1PGY0A2Q8nyBqs3EEJKEco+QggpDSjvCSGkdMnGGFCUhiFWbyCElCKUfYQQUhpQ3hNCSOmSjTGgKA1DrN5ACClFKPsIIaQ0oLwnhJDSJRtjQFEahnQzddfVpzB82nz0Gz8Xw6fNR119KpfdJIQUCXGRJaxcQwghxYlznBkxoAflPSGElCgjBvSAOLZlOgYUZfJpnSpBTNpHCImCOMmSuFVII4QQkjlu48wjS1MYe0AVFry5jvKeEEJKiLr6FB5ZmoKybRMAYw/IrBhOURqGgOAqQX4JmwplUGVZakLyT9xkSToV0ihLCCEkfwTJYK9xZsGb67Bw/Mhcd5cQQkiOsY8TZSJoVqrNfgVgwZvrMmqjaA1DQYRJ2BTHSVOcvBQIKWWymQA0F7KHsoQQQvKHjgyOS6LpOOrDhBBS7DjHCadRyCKV4ZhQlDmGdNBN2GT9EKmGRihsG7DznY+IZUoJiQfZSgCaK9lDWUIIIflDRwbHIdF0XPVhQggpdtzGCS8ykcklaxgaMaCH1vYwk6ZcJqCNy+oRIaWOriwJS64MNnGWJXFJ6k0IiRfFJBt0ZHC2xpkwcBGBEEKyj9v4FkYnnzJnZdptl6xhyCsGz7ldd9KU65WUOKweEUL0ZUlYcmWwiass4eo0IcSNYpMNOjI4W+NMGOK8iEAIIcWA1/hWWZHUPseGTU1pt1+yhiHdAU530pTrlRSWpSYkHmRLWc6VwSausoSr04QQN4pNNujI4DgYZeK6iEAIIcWC1/imFNqNE9mgZA1DugOc7qQp14N2TXUVpo4ZhKrKcgiAqspyTB0ziEkACckx2VKWdWRPFOEUcZUlcZgIEVJMFEv4VbHJBh0ZHAejTFwXEQghpFjwGse+aGzC2AOqkBABACREkPSw4lSW63sXOSnZqmS1o/q3ye4NuA9w1sAcVIWha3kSDY3tXbe6ZvDjBJFOWWpCSLToypKwBMmeKKuJxVGW9Kwsd62uwNVpQsJTTNUHi1E2BMngbI0zYdDVhwkhhKSH1/jWtTyJR5amWquRNSuFZpfCZMkyweQTB6bdfskahmqqqzBryRosfHd967bv9OnqOsDpTJqamltCbQ+CJUEJKQxqqquwZPV6zFj8IZqVQkIEYw/wlxkT61a0OX7c0N64rmaQ67m9zuMXTlEMsmLEgB64f9Ea1+2EkHAUk7woRdmQzjhjx0+nDKNvxnERgRBCigWvRQARaFUlO7Bft4xkdMmGkk2sW9HGKAQAC99dj4l1K9I638Yt7j+W13Y/ii2xIiHFTF19qp0V/5GlKc/3dWLdCty/aE2b4+9ftCa07Cm2cAoncUi2SkixUEzyohRlQ9hxxvldL52S+iYhhMQHt9DisQdUaSeUzsSWAZSwYWjG4g9Dbc8lxZZYkZBiJuz7GpXs8apQEKZyQZwppoksIfmmmORFKcqGTPRCv+9S3ySEkHhRU12FheNH4v1px6N2VH88sjScoT4TW0bJGoasVRfd7UFIyO1+lKLSQ0ihEvZ9jUr2eB2epgiLHXFItkpIsVBM8qIUZUMmeqHfd6lvEkJIfHEz3geRri0DKGHDkJXVW3d7EF4/QTo/TSkqPYQUKmHe1yD3/DDu+1+4JLv3215osAIOIdFRiPLCq4paKcoGr3FGAYEV5vzGKOqbhBASX9Ix0qdrywBK2DA0bmjvUNuDqPCoGee13Y9SVHoIKVR031crl4MfYXI7FLtCr1PCmRCiR6HJC7/cN6UoG9zGGYugvEB+YxT1TUIIiS/pjNHD9uiWdnslW5XsuppBeH/d120SUA/fs7trZSAdGre6Vx/z2u4HS4ISUjjovq867qBhqgTFoXxxtmEFHEKiodDkRVAVtVKTDfZxxq2Usd/Y4TZGjRjQo/XvyookOnUowxeNTdQ3CSEkRriN3UF88Hn6ocAlaxiqq09h0fsb2mxb9P6G1tWosEQdv19qSg8hhYzO++qmzLvh5TbqVlJ46phBRW1Atq451dCIhAialUJVEV4nIRnT0gI89xxw+OGAixt5oS04eclLa3uYEuv5Jqq+WuNMv/FzXdMUOMcOr3YtbyxrorFhUxPKkwncfPrg2N5DQggpRZxjd9fyJBoCQsB15xtuFK1hKGggvvqxFWhuaTu0NrcoXP3YCg6MhJDIsQwbQVhuo3YZ1rU8iY1btqKp2fi+FTowdcwgLBw/Mqv9zhfOyYt176xrB0BZTYjF7NnAyScDBx8MTJ1q/OugkBacvORlQqSdbIizTIiyr9aY4DWK2EMO/NoN8sYihBASH+xj9/Bp8wMNQ+lnGCrSHEN19SnUzlreJja9dtbyNvHXG7e4u2R5bSeEkEzQrRJQO6p/u/waDY1NrUYhi1yXFPZKBJst/ELvWE6ZkG3U1adw6MoK/GrUxfhs+RvAIYcAxx8PLFuW766ljV/1xkIqsR5VX+1jghvOsEC/dlmJjBBCChMdOZ1JsdGiNAxNnr0STQ5voKYWhcmzV+apR4SQUqdKI4Fct4okaqqrtMtT5kqR90sEmy2Cro2TGEK2vZtrvmrCPwYfi4N/fDt+N/JcbHlxIVBdDZxxBvDOO/nuZmi85GVVZXlBGTai6qvfmOCWfNuv3UJLRE4IIcQg23K6KA1DXi5W9u1eblbpul9VlidDbSeElBZ+VWUAY8V30uiBAPQnDblS5POxQh90bZzEENL+3fwm2Rm3fXcMRl9+HzBhAvD448DeewMXXgisXZvHnobDr1pWIRk2ouqr15ggABaOH9kuBMyvXVYiI4SQwkRHTjOULA3OHNYn1PYgJp84EMmytj9Fskww+cSBaZ2PEFJcOEssd6tIorI86VpuWWfSkEtFPh8r9H6GNE5iCDHwegff2pwAbrgBePdd4IILgL/9DfjWt4Bf/hJYv971O3HCryR9IRk2ouprWAOTX7t+95YQQkh80ZHT6doygCJNPt2tIokNm9p7DXWr2Oa9Y5Wln7H4QzQrhYQIxg3tnXa5+kKr+EEIyT26yV/dylMmywTbde6Ahk25Lyncs7LcNbdFNlfoneWZWZWMkPYEvpu77gr88Y/AVVcBkyYB06cDt98O/OIXwGWXAV265LjH+njJy0LSt6Lqq9uY4GdgCmq3kBKRE0II2YaXnQMAzhrWJ21bBlCkhqFJowei9uHlbZK1JhPSGqZhcV3NoIxuHiGEZAPdyUSuSjaHnZREBScvhPij/W7usQfqrpyGR3Y8DOfMvRNHXn01vrnpFnSe/BvDo6hjxxz3PDMKSTZE0dd0DEyFdI8IIYToMWn0QFz50DLY0ymXCXDTaYMzlvlFaRjKx2pSIZVPJYTEnyClPpcyp5BW6AkpJcIYkSc8ugKNnXfDC2N/g+989AYmvHAvvvuznwE33QRMmWIkqk5450Ej+YWGHkIIIQCQKBO02BxgEmWZZBbaRlEahnSJcrXdLzlrOufMlScAIST3TKxbkXEYa9QyhxBSvDjlxSu99sap35+KMZ++hpuWPwScfTbw298C118PjB4NSDRKJokHfjol9U1CCCkcps9b1SYqCgCamhUun7kMS1avZyiZk7r6VJtQslRDI2ofXg4AbQZC3dV2nUEzyuSs9D4ipHiZWLcC9y9a0/p3s1KtfwcJc7ssUh7HpBoaMXza/EiVfMokQuKJ7rvpqouI4LFdBuGmJb8AZs0Cfv1r4KSTgIMOAqZOBQ47LCfXQNzR0T11j/F6RgBQthNCSIFQV59yzStooTuf8KIoq5JNmbPS1ZI2Zc7K1r91yy/X1adQO2s5UuZELNXQiNpZy1FXn2pzXJTlU/NRGpoQkn3q6lNtjEJ2Ziz+MPC7dlnkhQBt5NWER1e0k1dhoUwiJJ7ovpu+OkpZGXD66cDKlcAddwCrVwOHHw4ccwzwyivZ6nosqatPYfi0+eg3fi6GT5ufsezMpB9Buqdl8AmS917PyFUPLcflM5dRthNCSAFgyfwg/rHYfZ6hQ1Eahrwyddu3e1nbnNsnz16JphaHkalFYfLslW22RVk+VbdvhJDCIUigNys/c4+7LHIiQDujURRKfr5lUlwma4TEDV1vZS0dJZkEfvxj4J13jOpl//0vcMABhtHorbci73vc0DW0pHPesPJLR/fUNQp6PSN+Y0463u6EEEKixxpD3Az5bgRMFXwpOMNQVBMEr+h55/aGRncjk3N7TXUVpo4ZhKrKcgiAqspyTB0zKC1X3IRHbL/XdkJI/HFT4u0Evd9esghAq8wJCi9LV17mUyZla7JGSDGg660cSkcpLwd+/nPgvfeAiROBuXOBffYxqpd99FEWriJ60tEVs+EZma780tE9dY2C6Xiup/MdQggh0WIfQ3JBQeUY0o2lryxPug6qleXJ1v97TaAyMLJFVjHCaxUnyKOAEJIfMslDZjFuaO+0239/2vEAgOHT5vt696SbOyKfMolJtgnxRrtcPdLQUbp2Ba69FrjkEiMp9V/+Avz978bf48cDO+4YxSVETro50aLMFWmRDfnVb/xc9KwsR1cPXddp1HF7RvxI19udEEJItAQtKrtRnkzf76egPIZ0V3MmnzgQSUfZtmSZYPKJA0O32a0iGWp7FFR5rNR4bSeE5A/dFWG/FdizhvUJTBSnI4vcwkXspLv6nU+ZlI3JGiHFQpTeyp7ssgtw661GONnppxvl7fv1M4xGX38dXTsRka7nT5S5Ii3SlV9+OqY1zmzcsrWdrutm1HE+I36enll5fgghhKRFOrru2AN6pd1eQRmGdAfYmuoqTD91/zaK0vRT928z0JV5jIvO7cfvt5vrcV7boyDKfEWEkOyiOwnxeq9vOX2wVvUAHVlknwB4kY47aj5lUjYma4QUEzXVVVg4fiTen3Y8Fo4fmb1Jfd++wD33AK++ChxxBPCb3wB77mkYjTZvzk6bGjjDxrxkXJCCnQ05l6780tExm5oVtuvcQcsoaH9Gbjxtf8+xKKvPDyGEkFCko+v+c/nHabdXUKFklRVJ18TSlS4rK0Eu016JmZzbF7y5zvU4t+064SQ6WN+J4lyEkOwSxmANpP9e68oiS/Z5TZAEhqwKI0/yJZPq6lPYuHlru+00lBOSRwYOBB57DFi8GJgwAbjsMsOLaMoU4KyzgIS312JUWPpWqqGxTdJ95992ghTsbMi5MKF+drzkvZOGTU2o/83RofpEHZMQQgoDtzEkWSa+xWj8cpIGUVCGIa90FumkuaiqLHedNDlX2nWr8aQb0+5FVPmKCCHZpaeHLHGbhGTyXoetDFY7qj+umLms3QRJAWnlt8i1THLKVItuFUlMGj2Q8pGQfDN0KPDMM8DTTxsGoh/+EPjtb4HrrgNqaoAsJad3ygY3Gec0Dukak6OWc+kaYXQ9O9P1nKSOSQgh8cdtDBkxoAfuX5R+SXo/Csow9IWHBcxrux+6qzgJEdcEq84Y7XwkSJ1YtwIzFn+IZqWQEMG4ob21QlIIIdGR7opwWHRlkUVNdRUun7nMdZ/TmymOssQr4V5Fxw6c0BASF0SAo44CjjwSeOQRo4rZmDHAgQcCU6cCI0dG2lxdfQpXPbQ8MPG9grHQFwePGB0jjFMGe3k92aHnJCGEFAf2qKOu5UmIGB6h1vi1cPy2sXT4tPm+5/JKl6NDQRmGwqzMB6G7iqNbjSfsan6mTKxb0cZa2KxU69/5ntARUkrkyi0/ncpgXp6RdpkZV1nCpNOEFBAiwCmnGJ5C990HTJpk5CE68kjDQDRkSMZNWJ5COtUQqyrL2yjSccZNBvshQN6NXYQQQqLB6QVrDwVLNTTi8pnLMHn2ytYiWkG2BZ8os0AKyjAU9cq8ziqObshZ2NX8TPFyIbt/0RoahgjJMblwy09HxujIzFzKkjB52KJcCCCE5IgOHYBzzwXOOAP485+BG24AvvtdYOxYI8RswIC0T61btrfQPGnChAQUksGLEEJIMDpjW0NjE66cuQwtGufLpGJwQVUlq6muwtgDqlonQgkRjD0guxMy3SoV6azmE0KILn4yxqrGU1efarMvJ6WsNbFWRFINja3llic8uqJdny1YnZGQAqZzZ+CKK4B33zW8h+bNM5JWn3cesCa93Ah+3oKWedwp45wVy7zkTaEwYkCPfHeBEEJIhOh6wusYhTLVkwvKY6iuPoVHlqZaJ0jNSuGRpSkM2b171iY6umEiufYYIoSUFl7eiwBaDS21s5YDaJvwPi5JRsPmYWPlHEKiJarKqaHYYQdg8mTg4osN76E//Qm4/37j7wkTgB76hg4vL8KECG48bf921xJ1UZA4oFutjBBCSGHgNbaFRQQZL/4WlGEo6gTPukqSzsQq1x5DXokJaYYipDgZMaAHHli0xjchaVOLwuTZK0PJw1zJknRyBsXFqEVIoVNXn0LtrOWtJW69DMlZo0cP4OabgcsvN8ra//73wJ13AlddBVx5pWFACsArNNZLEc5HUZB00Ek0bREmx1peDIGEEEJC4Ta2pUOyTDKW8QUVShZlMtKwYQ1BeDkGZcth6MxhfUJtJ4QULpa3pM7koSFklcZcyRKv3EB+OYOKLQyEkHwxefbKVqOQhWVIzim77w7cdRfw2mvAqFGGkWjPPYGbbgK++cb3q/bQWMDwFLIMPW6yoVAS2IeRtbo51qLWcQkhhGQHZ9qHyvIkunRMBH7PyZZmlbGMLyjDUDoTCy/8VpLSwcsxKFsphq6rGYSzhvVpk2/prGF9mHiakCJEN+lqOuRKloTNGcSJDSHR4WUwDmtIjoy99wYefhh4+WVg8GDDc+jb3zaMRlu3en6tprqqVZZYHtlesiFKnTGbuMng4Xt2zyjHWtQ6LiGEkOxRU12FheNH4v1px2PZpKOx8ppjcMvpg0OnpMlUxmccSiYinQE8D6CTeb6HlVKTRKQfgAcB7AhgKYAfKKW2ZNJWmKpkQS60hbKS5Md1NYNoCCLERi7lUS7JtlzSkSWZhiWEzRlUKGEghLiRS1lU0CFD3/0u8NRTwDPPAL/6lZGcevp0o4LZmDGubte6siHqSrbZxE0GZ/K7FoOOS6KhWPUiQgqBTOR4TXUVrpi5LFR7mcr4KHIMbQYwUin1tYgkAbwoIv8GcCWAm5VSD4rIXwCcB+DPmTSkO7HQSThYDKWQC1oZJCQ75Ewe5fL9C5OYrltFMvT5g64lqiSuYXIGcWJDCpycyCLdd7NbRRIbNrX3DkpHXmSFI44AFi0C6uqAiROBU04BhgwxElYfeWQbA5GubIhLAnudscLrmHT7Wgw6LomMnOlFhJBtRKE7h01M3bU8szE9Y8OQUkoB+Nr8M2l+FICRAM4wt98LYDIiEDg6A6XOalLUK0nJMqDJpY5cMkvBesVYbYPEk0IyQOZKHuX6/XOTV2VwL115/H67+Z7L+XuOGNADjyxN+V5LPrx3OLEpDgpJfkRJrmSR7rt5/H674f5F7cvEB8mLnCICnHwycOKJRuWySZOAo48GRowApk4Fhg4FEE42ZDOBva7BJ2isyMZ4UkjeUnZKVV5kk1zP0wghBunozk4ZWNExnCFh45atqKtPpS03IzFbiEhCRJYB+BTAUwDeBdCglLICxT8CkDPJrrOa5Ez0VFVZnlGJNzejkN/2TGH8OMkFhZjnJRfyKNfvn5u86uqx0u9Xztjt93xg0ZrAa8mH986IAe5lrL22k/hRiPIjSnIhi3TfTS+5EMvy54kEcM45wKpVRvWy114Dhg0zjEYrV8ZCNug+2zpjRTbGk6h13FxQ6vIim8RtnkZIKRBWd3aTgW9/ujFUm03NKqOxI5Jy9UqpZgCDRaQSwGMABuh+V0QuAHABAPTpE00VnGJYaS6FHEkk/hRinpd05VEYWeT1nqUaGjF82vysrHI6V777jZ8bqm+A++/plR/ffh4vmZqpy6ofBTWRJa4UovyIklzIIl19pyB1hk6dgEsvBX70I+CWW4zcQ7Nn43uDj8SzB56Oj7ru0ubwXMoG3Wdb577r/jZhvWmi9JbKhSdPqcuLbBK3eRohpUBYe0RUhWYyGdcjDXRSSjUAWADgIACVImIZnnoBcDX5K6XuUEoNUUoN6dEjmtUeneo3cV6Z0OlboVTbIIVNQU4mTMLKozCyyO89y5UsSUcGhPnd7OepHdUfybL2SWAtl9VsUMjPHjHgb2iQTVmkW+2voHWG7bcHfv1r4L33gCuuwBHLF+CZO3+CSU/fjh03NrQelsvnSvfZ1rnvOsfkU2fNVduUF9knLvM0QkqBsNV4o5J1mYzrGRuGRKSHaYGGiJQDOArAGzAEzynmYecAeDzTtgBjgBo+bT76jZ+L4dPmuw5MOi60YVx3ddqMEp2+hX3YCEmHQptM5Eoeub1/drIVVmaXRZu2bIXTVpNMiK8MqNRMNOuUJTXVVdiuc3sH00xdVv0otGePtKeUf8NcySLdkKGi0Bl22gn43e9weu3f8ejAkfjBK3Px/O3n48rn/47tN290fa6ypb95yVLndp377nXMiAE9Wvt+1UPL85Y+IFeh06UsL7JJrudphBCDsCG9Uci6ZJn/PCCIKELJdgNwr4gkYBiaHlJK/VNEXgfwoIhcB6AewN8ybShMgr4gF9owrrs6bZYny9DoklCoPI3s07o5kpasXo8Ziz9Es1JIiGDsAdlLskhKkwJMYJkTeWRPyuxVLSDqVU6nLHKrMOQZF2bt9tifLANalPjKkga39uAfK51J6EEBPnvEQYn/hjnTjXRChuJSoUuHINnxw9MOxoQOXXHH0LG46oX7celLM3H2sn/ho59cBjQeBJSXt54nW0UCvGSpc7vOfXfT577Tp2ubogDNHg3mwpsmV548JS4vsknOZBEhpC3O8dlarHCOB3X1KWzcvNXnTJq0d+4PRRRVyV4FUO2y/T0AB2Z6fjtRxh/rxv3ptulmFPLbnmnf6upTeGRpqlVZaFYKjyxNYcju3WOp6JHCpJAmE0Bu5ZEl7IdPm5+TnGY6scdNLcpXHn7R6G7cMcSUvywJEysdxYSs0J490p5S/g1zKYt0yWaFrqjQkR3bnquO+Fn3X+LRI8/A1KUPYt9brgNm3W1UM/vRj7Kas8ZLlrptD7rvbvrcf95dH2TnB5Abb5pc5e0sZXmRTeIoiwgpRbzGtyWr17dZCMgEy5M/XbkZSfLpXBFm1SJoxal2VH/UPrwcTc3bhl63MAzdNhMiris6CQlvutNZNWGSPpIrCmEykU/SWeVMx5tGd3U21dCI6mueRMOmptZzA4bM0JloAO6yJMx1RiWf+OwVPvwNSRh0ZUf75+pC4NlngV/9CrjgAmD6dFTvPQZrBwyHkrae2+kmdbYfV+ah86VjLAlTFMBOUOiwLjr6cq48eSgvCCHFitf4ZnmLRkUm3pwFZRjSXbWoq0+hdtZyNLUYNznV0IjaWcsBOFarnb+By2/StTyJBpcVIGc1Hq8fNJ0fWidMjEn6CIkHYVc5teUT9CYiblhhZqmGRlz50DIkyqSNEVwHpywJc52UT4SQdMhIdhx+OLBwITBnDnD11bht9v/hwsV7YvqhZ+O5ft8BzIU6t6TOQd6NzuPcZHG6xpK05aIClqxeH9qo5Qxf0PfQMkKnEyJtcgzRkEMIIcF4pZ7Q0e0ry5MQ8Ugj4SCdNDYWBWUY0l21mDx7Zeuky6KpRWHy7JVtBji3Y5yrUk3N7qFgzu1RegzphInlyrWXEBJMmFVOHfkE6E1EdGhRQIuHUaiqshybtmx1HWjcZInudVI+EULSIWPZIQKceCJw/PFYesNt2OXGqbh31iQs6r0vfnvYOXij775peV97hfImRNCiVEZhT17XLPD3HGpqUXhg0ZrWY3SNWvbjwnhoAchaziZCCClm6upTnjLdy4ZgUZ5MYPKJA1vl7D6//jc2+aSqSSeNjUWk5eqzjW52bzcPH+d23VWpjVvc4/2c26P0GGJVMkKKFx35BPhPRCz5d9awPmn3QwAsHD8Sk0YPjFyWUD4RQtIhMtmRSOCAX1+GpU++hJtG/wx7rv8Ij95fi/nP34SaDutbD9PVBb2Oa1EK7087HgvHj0zbOOJ1zWcO69Oq73rh1DDdqoV56ZRXPbQ8VPGEXFUnI4SQYsMrnYMAGDe0d7sxwJL7lq0DwLaqxAGGn0yC0grKYwiILv446hXtKo/zVaVxPq+B2r6dSfpIrsi0ulRRs3o1sGABcPLJQNeukZ46aCJiseDNdZ4yww9L1mVDllA+EQvKDxKGqGXHSQf2A2bfCmycCvz+99jtt78F9t8fOPNMYMoUbV0wm16QOtfsVeTADefYkU74gnVd9vfX6+goQ4QpLwghcSZdGeUlJxWA62oGYcju3T3P6/T6zCYFZxjSoVtF0jU0olvFtrxAUSfTi/J8umFpTNJHsk02y/0WBY89BlxxBXDhhcDxxwNnnAEcd1xruWQ3ysQI73Lbbkc3v5mb7AnCKZuyIUsonwjlB0mHrMiOLl2MxNQXXgj89rfA738PPPgg/n7ymTin6mh82GmbYd9Nd8t2Auaga3Zr3ysswWmsCgpTcGJdl+5kxDkmpQvlBSEkzmQio7wWF6psi7Re59CpShwVBRVKpsuk0QORTLSdZSUTgkmjB7b+rRuWpkuU54syLI2QTKDreACXXQYsWmRUwVm4EDjlFGCXXYAf/hB48klg69Z2X3EzCrlt90pP5txulz06ZCrrCNGF8oPEju7dgWnTgHffBc4/H3s8ej8W/OV8XLP4Aezwzdee8jFqnTEsbu2fOayPVthdGN3Rfl26k5E0Umm6QnlBCIkzmcioTMKkc1m4pSg9hnRdkeO6oq0blkaXW5JtWF0qABFg6FDjc9NNRljZP/4BPPoocO+9wM47A6efbngSDR0KiGi/3w0elQfctluyLCjcwMor5CTfsiTf7ZPsQPlBYkvPnsCf/wxcdRU6/OY3OHvGDJy9/Angl78E+g9z/Uo2dUYdGejWvl/4gYXXmOOkqrK8zfig+556jVVhiUJecCwhZBt8H6IlXRll/Q6NTc2tHpxVIX4PL2+jbFCUHkOAMYAuHD8y46SAuqv2lntZyozDttzL6upTodvUsSpG2R4hXniVPMykFGLR0qEDcNRRwN13A//7H/DII8ChhwJ33AEcdBCw557AxIm4Zi/RWjXwyl3hl9PCTXYEfTffsiTf7ZPsQflBYs+3vmUY8+vrDTk9fryx7S9/AZqiMXgEkYkM1NF1g8YFINwY5CSqapOZyguOJYRsg+9D9KSjl9t/B8Dw4LTkra5tQkeG28nEiZPaWQBnDnWv+uPcHqULrI7LMl1uSS5o3Oqe+d5rOzHp3BkYMwaYNcswEt19tzHZmDoVR5wyEotmXolfLK9Dry8+9QxJSMft1JId9nxqFgJDMRg+bX4bxcCvYk0uFAjKsuKF8oNki7r6VGuFFqdMS+tcT6xHv0EX4aILbsbnu/QCfvpTYO+9gRkzgJbsPq/ZloFuOuVZtopnYcYgJ1HmWcpUXnAsIWQbfB+iJx29PIrfIWzKiDMzqFhclKFkUTJk9+6Y8fKHaLYlAEmUCYbs3r3NcTqVxMIQ5LJMF32SC7xSEzDdVQi6djVyDv3wh4aR6KGH0PWBB3DRE3/FRfgrMHw4sMMZQK9TgR49Wr+WbnUeS3ZYrquphsY2SUqdyfK8ZEazUjlJ/Kkjy+gOXZhQfpAw6L7nUSYpdp7rX932woLjp+CuH63DQX+70QgD/r//A66/3igsEFVCHRu50OfSCYNzG4NGDOiBBW+uy4oszlReUC8mZBt8H6LHSyZOn7cKV8xc5ioTo/odLBneb/zcwHL0ThtFGGgYCmD6vFVtjEIA0NyiMH3eqjY/vFd1iOhVCINslk4lxEK3Qh7RZJddgJ/9zPi8956xGv2PfwAXXwxceilw9NHGROSkk4Dtt88op4Vf3iFrtaKmuso3dtl+XLYIkmWsVFO4UH4QXcK8534rsGFlguu5trbg55t6YWF9PfDgg8Cvfw2ccAJw8MHA1KnGvxESZ30ul7k4M5UXcb6PhOQavg/ZwS4TdcatqH8HnXxDmejtBRdKFqX78MS6Fdhzwr/Qd/xc7DnhX5hYt6LdMbqWPi/rXbYWRkcM6BFqOyHpMG5o71DbSQj22AO4+mrgtdeA5cvx1tkX4pOXlgI/+AG+2bEHPhp1EjB7Nh5/+f2MZF6QDAuSGW7fj1IO147qj2SZo4pkmbS65tIdunCh/CC6hHnPo1wJ9z1XWZlhqH/zTSNR9TvvAIccAhx/PLB8eei2vEhHn0tXBkcpu6NuL1N5ETSWEFJKZFIFi+ihM25F9TtYslQnEikTr7CC8hiKcuV4Yt0K3L9oTevfzUq1/n1dzaDW7fmyuAa5VC94c53r97y2E5IO1rswY/GHaFYKCRGMG9q7zTtCMgx1EkFd846YUHUCvrlgFA5IvYETX38eJ7z4LPDkbBzeeTts+vb3MHufw7G4ZWBomRckw4Jkht1zRyc0LS2cC8K2v+kOXbhQfhBdwrznUeplXudSAIZPm79Nll94IXD22cAf/mCUux88GBg3DrjmGiN/XAbo6nOZyuBce1+GbS8SeeEzlhBSSqSbjoDoozNuRfE7TKxbgQcWrdF2NsnERlFQhqEo3YcfsBmFnNvtg1DtqP5tBjbA3dJXJkCLyy9WlsagVFefQu3Dy9HUbJww1dCI2oeN1SnrOjlZIrniuppBnMj5EIWy3SrbpAxLeg3Ekl4Dcc0RP8ahq5fjhNefxeg3X8C4V5/EJ9t1xz8HHILZDceg5tafaOW7CJJhfjLDOs55jU5Rl0nI2fR5q1plnUVTswoMdaM7dGFA+UF0CPOe6+plOridy6KdLK+oMMrZX3ABMH068PvfGwUGzj/fCDfr2TN0+4B+nrVMZXAmOnQ6ix/ptJeJvAgaSwgpNXIZClqK6I5bmfwOdfWpUEYhATLyCiuoULIojSG6oV86FcIAd6OQ33Y/psxZ6Tq4TZmzsvXvdErmEUKiJ4pQJzcZtjXRAfP3OABXnnAVhlzyd1xy4i/w6m7fxtmvzMVdt/0U6N8fmDwZWOXfTpAM85IZCZHW49yuUecadAiS63SHJqT4CfOe6+plOgRVe3GV5d26ATfcALz7rmEk+utfDa+h8eOBDRtC90FHn4tCBqerQ6db9jrXC5hcMCWE5JJc6KfT560KlZZGITMP0ILyGMrXyrGOpa/Ko2+6peXsbNjUFLg9yhUzQkj6RKGMesk2KxnnN8nO+Ofeh+Kfex+KHb75Gmd8+DLGNywzwhimTAG+8x0jF8b3vw9UtZdVfjLMS5bYJ1o61xJ1Ij3rfHSHJqT4CfueR7kSHlTtxVP+7bor8Mc/AldeCUyaBPz2t8Bf/gL84hfAZZcBXbpota+jz0Uhg9PVodP1NMq1zk7vUkJILsmFfhrWsJ2O3cFOQXkMWZa5w99dgtrn7sVh7y3FTi3fpGUM6dIxEWq7bt/sZNNQE+WKGSEkfaLw3vOSH+OG9m63vWn7rhgw8UrgmWeAjz4CbrrJCCn7+c+B3r2BESOAO+8E1q/XaltHlgRdSyayTkd21lRXYeH4kXh/2vFYOH4k5RwhRUi+3/O0ZfmeewL33w8sW2Ykp776amPbH/8IbNkS2G6uZHC6emq6ix+51ovpXUoIyTXZHrfCGrYzlXcF5TFk3ex1v5iJH778KC5eNAuqrAwyvxo49FDjc/DBwE47BZ7r+pMH4apZy9uUok+UCa4/Ob3Y5iithpXlSTQ0tvcaqixPtmuTEyRC8ksU3nt+8mPI7t295UrPnsAVVxift94C/vEPYMYMI7zh4ouBY44xPIlGj/ZdvQ6SJbWj+uOKmctcV9PtIWfpQI8gQkgcyFiW77cfMGcOsHAh8KtfAZdcAtx4o+HZOW4ckPBeeNSRwc6+WQmoqzRlZrqyNl1PnFzLdo4lhJBiwy8PnpNuFcmM5Z0ola2C6uEZMmSIWrJkid7BGzcCixYBzz0HvPCC8f9vvjH27bPPNkPRoYe6hlYARpbvOFZLqatPoXbWcjTZjFbJMsH0U/fnAEcKAhFZqpQaku9+pEsoWYQMq5JFeA4AgFLAK68YBqIZM4C1aw2jUE2NYSQ66iggmQw8jRO3qgjOkDNC4kapySKSGZHK4XnzDANRfT2w777A9dcbRnqNogFBfausSEIp4IvGpqwbQJyJrwHK/nQodFkEUB4Rkg+c9oo9elTgnU83pq2P+8miwjUMOdm8GViyZJuhaOFC4KuvjH177NHWULTHHqhbtjbWxhcd5SQyBYaQiCl0BSgXyo9Tyf/6m61t5FEkindzsyEPZ8wwquds2ADsuCNw2mnGCvbw4UBZmbYsocwhhQZlEckrLS2G7P31r4G33wYOOgiYOhU47LA2h4WRrVEYasLKcsr+zCl0WQRQHhGSa9zkPQBUJMvQKZnAhk1NrflIdb1HS8Mw5GTrVuDVV4Hnn99mLPr8c2Nfz554otteeLHnPvhv74F4a6c+UGKkW6osT2LZpKPbnOrMO1/Cwne35esYvmd3PPDjg9o1mUsPJGdJewBIJgTTT4mHYYsUD+k814WuAGVb+fES9E4SImhRSmuiYCntXcuTEAEaNjWhsiKJb5qa0djUgmRzE45b+ypqP38FvZ5/EmhsBHr3xlsjT8AvOu6LZd36tK5kx201mJOSwiXfnrmURYVDMbznntfQ1ATcfbdRLGDtWiPM94YbgOrq0Iae4dPmexY7WTh+ZOB9zIX+aPUh1dAYatKSb3mRTQpdFgGlJY9IdBSDbM8Vznu1cfNW1/QyXgiAm08f7Ht/S9Mw5EQp4PXXDQPRc8/h438+hd2+NgxFGzpvjyW99sHi3gPxcu99MftvPwM6GOmXnEYhC6dxaGLdCty/aE27484a1qfNoBbVynz1NU+6Vi/rVpFE/W+ObredkHTQfa6dFLoClG3lx0ux98NroqBrZLJTsaURp6dewU/Wvoyd/vMsOrQ0460d+2D2Podi9t6HYU233VonGc62wqxqR6EIMIyhcElXfkQJZVFh4CXHulUkMWn0wFi+604ZN2JADzyyNOUvqxobjaTUU6caBQJOOw3f73UcFiXb58Z0k8EAPKunWROCIHkZRn9Mx8DjNyb5ye44yItsUuiyCCgdeUSigzqcHnX1KUyevTKUEciLjgnBW9cf57nfTxYVVFWyMNTVpzB82nz0Gz8Xw6fNR92ytcDAgcCFFwIzZuCgi+7BIT/5K6467go8udcwfOvzNZi44C7Mvu9KoFs3YNQo4PrrseXZ59Fpa/uqEk5j0QOL2w9mzu3Wy5FqaIQCkGpoxIRHV6CuPtWu70HH6ZS0JyRTZiz+MNR2okfY8pPAtvLATtxKCQexqWM57u43HAcNvwLfvfg+XH30RdhQsQN+/sL9eP6OH+Ox+67CUU/PxL+fqm/9jq78CntsEH6lkkm8ofwgunjJsQ2bmtKWHdnE8rqxy7j7F60JllXl5UYFyffeAyZOxNY5/8T9N5+Lqf++Fbt++Vmb73qNE37V03Tkpa7+aJfjANBsLiSnGhpx+cxlGDzlSdffxW9M8pPdlBeEFB/U4YKxZG0URiEA2NKcvtNPQVUl08VpnbQmJcC2qgVdOnXAh5W74sPKXfHIoCMAAD2+Xo9DP34dN+72lRF+NnEiZgHYnEhi2W7fxsu998XLvQfilZ4DsLFTRZs2vRyv7Nv9Xg671VT3OEKyTbPHg+21nejhVeUlCLeJQjpGJgsFYENFVzxQfRweqD4OPb/8FCe88QJqXn8Wk5+5A83z/4pPDxyOnX/yI/xp9Y5obGpbVcdLLmUiw5yr8F73KZPrJrmB8oPo4vc+x1H/mTJnZZtQLD9SDY0YPm1+O+/JujEX4ndf74PzXpiBM+v/jTErF+CeA0bjz8NOQUP5Dp4GoBEDerh61owY0AMPuGwH0pOXQYsODY1NqJ21HADa/DZBY5tXXygvCCk+vN536nDbSGeBN1sUpWFIZ1LS4jLQrNuuO/61z6G48dpjjQ3r1+PHP74Z3/1wJQ786DX8dNEs/OylmdgqZXht1z2BrQuMZNYHH6zVL6/B0rld5zjdkvaEZILlOu62naSPl2IfhNtEIV0jkxtrd9gZdwwdizuGjsW3PluDk15/DmNWPQ+cey7mJJJYsOcQPL73YZi/53exOdkJgLu8SlcRcDPqWyWZnQSVSib5h/KD6BIkx+I2iQjjnS3YJiftC5XT561CqtMOmHLkT/C379bg8hf/gR+//BjGLXsCfxs2Ft+6YaLr+Ra8uc5zu05p+YQAbjathOO11LnnTS0Kk2evbGMY8nrv3frStn3KC0KKDR2ZVMzopFWI0/hWlKFkOpOSxqYW12PabO/eHU/tNQw3jDwPNWffjP0vexBnnXYt/jTsVHzToRNw223ASScBO+6IJ/52Ma558s844Y3nsfNXn7ue22twS2fQO2H/3UJtJyQdxg3tHWo70cNLsfejPJlA7aj+7bbXjuqP8mTC5RuZ8c5OfXDjoT/AweffASxahH8MPgYHpN7Anx+fhv/e9gNMn3sLDn6/HokWw4hjD98t85BpQYqAm1Hfa3rRsGnLtlDhmIWZEAPKD6LLiAE9fPcX6iTCzbBtLVTaddKPuu6Cnx9/BUadexte2n0/XPH833HUicOBP/zBqLprw0/H9RoPNm3Z2ionvRydmhXayFPde+5cpPQzCnmNYwDlBSHFiJtM8pMDxYRuWoU4jW8F5zGkU7Ggq4c3TdcMvWk2dqrAi/2q8WK/agDAB5OPAP77X+D55/G/vz2KMSvn4+z6uQCA97vthv/2MpJZ4729gX79InWT9VsxIiQqrHerWKuE5Avd1QFrBTUh0iYm277aYP3fShAaNT27VQBDh2LKkT/BdSPPx0GrX8WJbzyHY1b9B6e+9jTWVVTi3Q9PxoOdByG1816Ax6pveTKBEQN6uIZUWIRZNdm4xTtUmMQDyg+iyz+Xf+y5L2gSkWmi+3S+7+W1XZEsQ7cunbRCYd32v91jd/xkzERUp97Er168D9+99FJ8NPE63D3qRxj0i4tQM6SP7wq81W9nElMrV9OS1e2Lqdixy9PaUf3bVS/TocqjfwkR34SzUcsLVkIiJP/YddRSexd10yqkG0WQDQrKMOSsWNCsVOvf9oHDywHHvr1Lx0TrxMJOl44hVt47dwYOOQQ45BCc89VgJFqasc//3sPQD1fgwI9ex1FvL8ZpK54G/nULUFWFO3bqj+d2GYDFvffFOzv2bu1QVRqWQt2wNEIyZcju3bHgzXVY29CIXbt2xpDdu+e7SwWPTvhXeTKBsQdUtaly42UEsf5/+cxlkfbTOSFrLku0Gsd/ffRFOPzdJTjp9WdxxMP348GtTVjTdRfM3ucwPL73YXi7x+5IiKBFKdeKPW7Xkm5YXBxzkBADyg+ig1/STT9jgk5OST/S/f7kEwe6ytsbxuzX5nteFSityZFX9a76qgE49bTrccgH9fjFc/fi17P+D28/+yAWj/81ao8ehQmPvdauyo8lq2uqqzB93qp297SxqVlr8mHJ09pR/b1dNm2UOXRuN4NSMiGYfsr+gb9JVPIi0+eCEBIOP0NsTXVVXt+7XBuJ7dUc3XAugsbJqaOgDEN+FQvshqEGj9hv+/ZkogxA+8HY2J4ezWUJrNhtL6zYbS/89cAxENWCvT5bgyeHlAHPPYfvPvEMjl4+HwDwefkOWNJrH7zce198c9D3gK1bgQ7Gz1GeLHMNdStPbusbY7FJLqBylR3cJgTJhKBLxw74orGpdeDSXW2oq0/hqoeWR95P+4TMKZc2d+iIef2/h+f3PRgdvv4ao976D058/Tn8dNHDuOSlh/BGj754fJ/DMf7eycDuu2P4tPmB1+I3UQoiTjHaxIDyg0SB37OSabGOdL/v5XmzZPX6Nt9zk2mWESfQoC+CF/p9By/0rcaxqxbi5y/cj6FXnY/63frj4FHn4r99B7cZL9L1vnRjbUMjps9bhaaWYMuQ6yHObRoGpijlBYu4EJI74jzW57pvzvbccIaOZSSvlUL12lX41udrMGu/o9M/j0lBGYZ0Q7EqK5KuiQErK7aFkn3hsTrltT0dlJThrR59gZ8eD/z0pxgyfi56bViLAz9ciQM/XImhH67AqLcXAfP/Ctx6GfC97wGHHorb++2NC14XfNNhW3/LAEwds1/r36zeQHIBlavsoONaW1ef0lptsAahbLz79v5MHbMfrpy5DE6TdacOCUi3rnh40JF4eNCR2GnjBhz/5os48fXnMP65e4C+9wDDh2NkxX6YO+BgrK/o6nktmYTFxSlGmxhQfpBsk2nFG6/jrEpiXivL/1js7nnzwKI1rR4vllyfOmaQ70p6oKenCP494GA8+e2DMHbFM7h84T9w5z2/xMJ+1Wi69jocfubIdl/JtChBz8py7Xvo9Hp3Myg1tajA9z5KecFKSITkjjiP9bnuW1CFMbfQ6HTk9bfXfYAT33geJ77+HPp88T980akLHt9nBLZ0yCxtTkEZhnS9ZHRKx+cjS3ozgNXdemJ1t56Ytd9RAIBdvvoMQz9ciVt7fQ08/zxw9dU4FMDKTp2wvOcAvLjb3nh37+/gyHNrMNr2AHvFcKcTlkaIF1Susoefa61l7PHCLqeyVebSKUusvk6Zs7KN4b2hsQnJMkEyIWhqVvisSzfce8BoPDSsBr8f2hVHr3gWeOABXLvwz5j09O14oV81Ht/ncDz1raHY2Kmincy17ovOqotFqSQyLDQoP0i2yVSX81PInSvL9nAELzO8lWDU/v2pYwZh4fj2xhsLL33OSXNZAg/tfzQeH3g4zqr/Fy5+6SF0P+t4oO4U4NprgQEDWo/NxPvSkqe6Bnpn4nA/Y1tdfcpz3ItSXpR6JSRCckmcx/pc983vvFW2hQH7eNK1PNmqQ/vRq+GTVmPQgM9Wo1nKsHD3/XHr8HGY9+2DMjYKAQVWlUy3YoGON1BcsqT/b/udMHufw4A//Ql47TXgs8+Axx5D4uKL8Z3uHXDpoofw+7/9AqMP2wcYOhSorQXmzMGxvTq5ni+osgchYajwyLnltZ1Eg5+xxymnsjW4ucnCmuoqVHRsv57Q1KLQpWMHVNoS/HdOlmFTVR9gwgTgtdcwf+ZTuPugsdjrszW45Z83YsltP8Cf5/wWN3b6oE3VHau62RUzl6Fz0n+IEhgDbVAOEqtaGiuY5RbKD6KLM09N0HaLTHW5oKqO1spyXX0KtbOWt1aX0cVeNCBMHyxjuxubO3TE375bg0N/8lfcMnwcNs2eCzVwIHDeecCHRsqFmuoqTB0zKPRioV2e6la8dObH8DO+uFXksYhSXtSO6t/u/iXKBBs3b+VYQPJOseklXu98HAyxue6b13mrKsuxcPzINguf1njS0NgEKPfxbqeNG3DO0jl49O9X4cXbz8cvnr8PGzuW4zdH/gRDL74XZ59+LR4edCS+6tQlkv4XlMfQdTWD8P66r7Hw3W2x3cP37N6uYoHOSkFss6TvuCNQU2N8AODLL4GXXgKeew544QXg1luB3/0OvxLB2J12x+Le++Ll3vviv70GYt123WKVwIoUPm4J2v22k2jwM/Y4jSCZhgx4MXn2SgDtY7C9+tbQ2NRmEmFVwbHOMfK0I/HlXnvj+/9+A7u+Xo8z3nkRx696EZ2uPA+45irglFPw4nePwtWru2Bj87ZzeFGeLMMb1x7rew1xjnsvBSg/iC6dOrjnVuzUwd04bF9traxIolOHMs98O37ohK+ubWjE5NkrtfLteH1ftw92fdS+rczFY/7rThW45eAzcd93TsBli2fhrL/fj8T99+OdU87GZf2OxetbO6FnZTmG79m9jd7sRnky0W5sqamuwpLV61urhHnhvG99d/Qek/xCOCKXF44uN7eo1oTcHAtIvihGvcQvl1q+yXXfdNpzW/xtalGt1S6337wRx6z6D0a/8TyGr16OhGrBGz364v8OOwdz9j4UH3XdJSt9BwrMMFRXn8Ira75os+2VNV+0c03VfQjynSVdix12AEaNMj4A0NgIvPwybpl4J4Z89Pr/s3fn8U3U6R/AP09DgNSDgiJK5FoPEESo1gWtF7iKimBFEQEVf16763rgUS2KCq5Htevifet6IYLCVhAVXcELRS0WRFS8BSMKClWBCqH9/v74JiVNZyaTZJJMks/79eqLMklmJmnynckzz/d5MHLZ/3Dmhy8AAL7q4EfN7n2Azt8Dhx0GdOtm3qKNiFzLLNjjj2hHDOgxsW7TlpTsQ1190PBkpZ1Jm2YBYs7j3jbm/gVAORAMAv/7HzBtGvDMMzjk4Yfx2vYdMGefw/B87yPwcac9TMewPwy+RIZZdYRwy7x3onRzc/tus8+z0fLoL1brN+mg9JRR/RN6PuFxyaqDWLL1euzug9FyAE0ZS0bBqXWF7XDdoHPw/KBTMOWz59Fj2qOY7p2Khw8sw8MHnoh36goNtxnZNdLovVBdG8DMxYGY9euiyzks+nq95f3T0T3XTuFsHgsoE9xcjydRrk22QPr3zc72jC4WtAluxsGfvY2TVryFQ754H20agviuaFfcO3AkZu9zGL7o2C0l+xstqwJDdj9M0Vc5PCI46YCWB103nySZ8vmAww/HzKENuLOuHq0atqLPT1/pgtbff4xjv3gXGPeKvm+XLsChh+og0WGH6fnnDBQRuZ5ZfYhNW7Y2BcLjqcGTKKPx1WwIMTsFtyzi6vUCxx6rfzZtwgWjr8cJn7yOcYtfwLkfVOPr9p0xu/fhmL3P4fh6p92bPbSdz3gutdUXqDA3zHsnSie3X6U2CzhD0OLiX6q+WFldVIxZINpC5LidDPNQuFaLHTFm4Hlou/MRuPytJzF+4TSc/uFc3HvQKXiq+DhsbtW62f3DAZ8ff/2jRTc1wH79uujAUbyBpFRItvg4Uaq4uR5PMtycbJHufYu1vfDFhlYNW1H63VIM/+R1HP3FIuywpR7rd9wJU/sfi+d7H46lu+2d9u/tWRUYsvthir7K0aAUZi4OoKRbh2ZXX9J9kiQw/vKUyJ+86QQGwNLOPbG0c088dchI3FzWB2Xe9Xra2RtvAPPnA08/rR/UsWPzQNF++wEe1nogcpvwGDRp9vJmX5Yip2elquh0tOjxtc5iepcZW+NrYSFqDzoaL+xzKHb8YwOOXbEQwz99AxctfAbjF07DR7vuidn7HIY5+xyGn3bY2fRYaWfKhxvmvROlk9uvUpsGnBVajB2p+mJldaU3uui+laKoIFf0tNpETJ6zHA02xrUf6uqhdu6Cv594FfZb/TnK33gC18x/GGd98DxuP2QMZu07GA0Fzc/7GpTCU4t0l7XI0gx2X8/oQI9Zo5jI7aWa3SwvHgso3VgYPXs5klDS2IjKjnX4/rlHcfQnb2Gn+t/wa5vtMLfXoXi+9+F4r8u+aCzI3HfzrCo+bXaFOHq51QlQPPdxmlUXi3iVFftx0gH+pgNyU1bUAV10wOcf/wBmzAB++AH4/HPgkUeA444DPvwQGD8e2H9/oEMHYOhQoLISeOcdYEtqpqQQUUuxig+WFfuxXZuWsfvwOJWuq0vRJytmJy/tC722irhaCRc7/a3t9pjebwjGnnoTBp7/GP45+Bw0imDigkfx7r3/h2nTJmDIO3OAdS3rZhhmHURwy7x3onRy+1Vqq6BL9NiRymKiZcV+LKwYjG8qhzYVCgWA64b1MS0GHanQW2A5bicqVlAqPK5FvgYf7bY3Tj/1BowZdQPWbl+EqpfuwLxH/oFjViw0bN87NRQcCrP7ekYHeswaxYSlo3uunUYsPBZQJril+RHFJ7pgdPiCp63C4UoBS5YAV1wBdO+OQ885CSOXv4Z3u/fHuSMm4sALnkLFsRfh3W79DINC6cwZyqqMIbMrStHL7ZwAWbUnTRURw2Ox4fOKFZW0kxXVtPK99tI/Z52ll61aBbz55rasohdf1MvbtgUOOmhbRtHAgUCh8dx0Ikr86oHdjEWrccpui+NkRJ6sRNbtic5+9HoESukvP1ZXixMpwvoDdsIjB5bhkQPL0H1dAMM/fRMnfPI6KufdDez6AHDMMcCYMcCwYcB21l0Z/NkyZZjIYW6/Sh0ryyRy7DCa8iWIMW3VJrMxPXpsMtvTTcFG1Kc5CBc9rkW/Nu9274+ybv0w5It3cfmbT+L+6puxZLe9UHXYOCzs3r/pfuHnZDXWm20/Ukm3Dpj2/irTDKd0dM81a8QSq64SUaq5uR4PmUso6/aLL3QNzWnTgM8+A1q10jWDb74ZrU44ARfe8Ibt5JDbR/VPakqzXVkVGDK7YhK9vK3XuLtFZOtjs5OQVM59NjvniV5u50tjUmnhXboAY8fqHwBYswZ4+20dKHrzTeCf/wQaG/Ub+MADt00/Ky0Fiories6U3doXeg0/d+0LjbP38kky01Htfn6tximzOkROCo+Z0c9VYdvU2PaFXmz4Y2tTpk6DUqZfJhL5Ehq5nm87+HFn6WjcefCp6PPTV5i78yrgmWeAOXN0UOiEEzBMeuGl3fbDVk/zw1v7Qi8WVgyOe/uUOI4f7uHmrjFA7OlFZl1lo4MXyZQFcKrEQCqCcD6T81qftw7hPgUAAKUvSURBVKDZuGb0pbP7Tj4s/God5u19MF7dcwBGLF+A8W9PxdTpE7Gw23649bBxWNp52wWA6LHeirdAWryHquatsJz2Zha0iefiaSxmF00alMK3lUPjXyGRg9xcjyefWV3stZ11GwgA06frYFBNDSCCn/cfgEdOvATPdDkQhbt1Qnnvnijbfvu4pryWFftx6YwlSLA5pm1ZFRiya/NW4xJ9kcvNTkLSMfc5FjtfGh1NC99lF2DECP0DAL/9pqeWvfGGDhZNmQLceqs+Ovfrty1QdOihQKfUtcyjzNt5+9aGX+x23r61wb3zSzLBWTuf3+pa824wDUo1bSOVB4pwbQwdbG/+XBW2XSmOfo9EBo7CrL6Eml2hNr1iLYK6Xn2Biov12PTWW8DUqcBzz+Gu9U9jnW9HvNizFM/3Phw1u/dGq1YeXDesT0KvASWO44d7uP0qtVUGZKwAVvT4EG/tJDtdDIGWmThmEgnCxco+bev1mFzwbDntIPpLZ2nl/KbfGws8eK7vXzB7n8MxdsmL+Me7M/D8k5dh3l4Dcc+RZ6Jqni+uiw1GZ9uxzkPNbrd78dRK+HU0k47C10SUfWJdGLAM+P/yCzBzpg4GvfGGHrQOOAC47Ta83OcwXPL2z9u6aEas1+4F3nCWZaqDQkCOBobMXrjI5WYnIemY+xyLnS+NZh08zOowxWXHHfX0jGOO0f/ftAl4//1tgaKHHwbuukvf1rPntqlnhx0GdO2a/PbJNb5YszGu5fkkmeBsrCvK4QOUmfA4VVbsxyUpTi2tDzaYHrSsnms4cBTrS2isK9RGw7nXE3GVuqAAOPxw/XP33cDLL2PTvY/i5Pkv47QlL+HHdrvg9xNGYK8CP6A6szNjGnH8cBc3X6UuH9IT5c8tRbCh+Se+faEX1w3r02IqfayTabsXyeyuK55i//EG4exkKtnNmDdidKzZ0sqL/5ScgBl9j8LZNc/j3Pdn4agHz8es3oMw5ZCxCLTbJfYTBdDQqDB5zvJmzy3WVfBUTV+087d0w8VfInKfWBd7o4M4hVvqcdw3H+DyXz4Ern0DCAb1d+LrrgNGjwb23hsA8M/K+abrDWd7ml2YCAuXikmHnAwM2eHmtGo7ach26y05orAQOOII/QPoItUffritRtGMGcBDD+nbunXbFiQ69FD9weAXMcpByUwXiDX+WH0JiR6n7KaipkL4uZoF2e1M3Uqou5rZuX3r1sDw4dh9+HBgwwZg9mzsOnUqdn36YeCJ+4HevfUBe/RoYI894tsmEaVW1OfaWyAtgkKAvTHDbvDB7rrsjrFFoYtz8QTh7GSfmk0rFuiMIKsAlFX9po1tCnFn6Wg8WXwc/r7oOYz78AUM+/QNPN3/WNx90Cj8sl1RzP2PDk5ZXQVP5Xm2nb+lGy7+EpH7xLrYW1bshwS34J27p6K05lUc9eX78AX/AHbfHbj4Yl3rsn//Ft957ay3rNiPidXLmrpDRqsPNqSlvhCQZV3JfF7j3TVbbqWs2I/9u7Zrtmz/ru1SejXNrK5C9HI7FevNWkYn0ko6bq1b68LU5eXACy/oFLraWuDOO4GSEmDePODcc4FevYBddwVOPlnftmQJ0JD69tpE6WBWQNNOYU2j8Wf39m1RNW8FelTMtfwScvOIvs3GKaPxwmlFvpYdx8JjUrIdNhKZ/hpsVJbTBaprAyi9+330+KgdSg+9DC/O+xC47z5gp52Aa64B9twTGDAAuOMO4Mcf494+ETmrat4KBKPSvc0+57HGDCfHn/C67ExB8hYIJg2Pf8qqnexTs8BOuDuOVZccO1ky6wvb4abBZ+OI8x7ErD6DcfqHc/HmA+fgkreeQrvN8WX4lRX7cfOIvk1BmPBr5y/ytTh+OcnJ9wUR5Reziwm779gamD8fOPdcnHDMAbjlyWswfM1y+M4ap5MjvvsOqKoCiosNEyHsdtE0q72WblkVGLp5xH5xLbcysXoZFn7VvNXxwq/WYWK1+fSNZPXebQdbyyMPqgLjg2kq27XGzePRUdILLwSee05/0frsM51FdPTRuvjWxRfrD81OOwHHH6/rgixapFPviLKQ2SBuZ3A3Gn++WLOx6QTfjD9UgC5S9Em4Xdu1th9MmjS8j+mYVFbsx0kH+JtO/j0iOOkA+1fLEx2zzL4EGLUUvWxBANUDhuni+t99p8efLVuA8eMBvx846ijgP/8Bfv01oX0houTEMzXXasyIN/hgd11WwZXwmFg1sl9CQQ8753NFNssERNZECovn2LB6x46YcOxFOPrse7FgjwNx8TvP4I0HzsG5781Cm+Bmw8cYXZwtK/ZjYcVgfFs5FF/dfBy+rRyKhRWDU3rx1epvGe9xiYjyS7OLnEqh3w8rcP2Ch/DKlNOBI4/U9YOGDgXmzgVWrwbuv1/PjimwDqXYvXiaqq6V8cq6qWRejzSbg+71JDZNadp7q0yX31DWt+n/bT2CPxpanhC0TWC7i75eb3t5rDRkN0+Fg4ieZ9mzJ3DOOXrZypX6S1l4+tncuXp5YSFw0EHbpp4NGKCXEblcMjWGzMYfK1af7/B40b1iru113XhiXzxbs7JFgCqap0CabSNadW0AMxdvK5TdoFTTfGg7J+GJdlcz+xIQc1pG164627G8HPjkk22tRM86C/j73/WBf8wY4LjjAB+nHRClQzxTc83OfxLJRrG7riKTuo5FPi+WXHd0XNu0uw+R4308M/Kjj0GDenU0naJg5uuddscFJ1yJ+wachCvefAJXv/4ozqp5HneUjsaz+x2FhoJtX3QKXFIuwOpYEu9xiYiyW6yC/tHKiv3Y4evPseqeR3FE7WvoXrcaDd7W8Aw9TpcfOP74hL6f2q05l8myEJGyKjBUNW9Fi8KEwQYVV4vnMLtdyYyCQlbLrTjZCc3tHUZa6NoVOO00/QMAP/2kg0ThQNGkSbqKu9cLHHjgtjpFBx8MtGtnuWqiTEimxlA8n3kJrTNW8VKrqVWAHv8alWq2rliPAXRx0cgxNvpgu3Hz1oS7swEtW0/bYRUkiytg17s38M9/AtdfD3zwAfD007rN6KxZwA476E6NY8YAgwcDrbLqcEmUVeK52OXk+Y/ddaWyrqOdfYinTEBRobdZ3aFNW7YmvG/Ld90T4065HgNXfoQr3ngclfPuxrkf/Bf/PuQ0vNirFEoKsHGLO0oExDqWxNutzkq8XzqJKH3sFPRv8t13wDPPAE8/jSM/+khnAA0eDIy+AZ4RI4CioqT3x07NuUG9OmLqopWWswbSIavOdM2+NEQvHz2gi+HVkdEDujT9LmLcAjOVFz7sBKzC7Bx03NxhJKZOnXTtoZNP1v+vqwMWLtyWVfSvfwGVlfoD2r//toyiQw8FOsau4UKUakZddJp1y3JAOJhjxU4nFkAHo/xRY4nd1NXw/SZWL2t24LIK5KQyLdYqMyChgJ0I8Oc/65/bbgNefx2YOlW3H338cWCXXYBTTtFBooEDWVCfyGHxBnucPP+xsy67dR0TDRjE2ge7V5O9HsGGP7Y2FYR26gr0oq77YcRp/8JRX76Hy998AvfMvgUfv7cHqg47A2/02L/F/d0aOHHi9YjrSycRpV3MzPE1a3TjpGnTgHfe0XcYOFDXnTzlFF0f1yYnxrpw5n2mg0JAlgWG7AZWSrp1aBF1k9DyMF+rAmwKNrZYl69V6souDfxTe8NpGwP/1L7Z//PyoFNUpKdwDB2q/79pk65BFA4UPfAAcPvt+rZ99tkWKDrsMKBLF7O1EqVUQ1Sx1Oj/J73+0HhnNQbE09UrUFePS6YvQc1363BDWV/bXzY6F/lQXRuI62qG3dpBdgNbkazGQbNpE3aKggPQNdOOPFL/3Hsv8NJLOpPo4YeBu+8GevTQacVjxgB94i80S0TGMnWxy86JvZ2AcyrP3exMB2tf6IVSMJzy5ggRvLrXQLy2x4E44ZM3cOnbU/H4s9ehpltfoGwnXRYAmTuHtXMsKXAgpm+nixwRZUZ1bcBwrN5+8yYMfOs1YMEtwGuv6WZIffoAN94InHoq8Kc/JbQtJ8a6hLrzpkjSURAR6SIiC0TkExFZLiIXh5Z3EJFXReSL0L/tY60rFrtTsSbPWd7iy4sKLQ+rNwgKWS13wre/GH8Bi15uddDJG4WFOpVv0iT9Aa6r01Hdykqge3cd5T3tND1FrUcPYNw44JFHgC++ME4Fo5yXzrEI0ONJdByoUTUfZxIhoZ9oZmNAvJk5CsDURSsxsXoZ1m00LiYaKTydo2reCttBoXjqncV7QIxVhDWZouAttG0LnHgi8Oyzevrr448De+2lx6F99wX220///t138a+b4lZdG0Bp5Xz0qJiL0sr5LbovuUm6xyNKjFGxeqPOXkYFRL0ewcbNW5vej5NmL0/ZuZvV+OUv8uH2Uf1Re+3R+DVVQaEIjQUe/HffwRh87v2YfNTfsO/vq/W0/xNOAD7+OO5z2PDnOll2jiVOXLtJpr5gJnAsonwRHs/D2gQ345gVC3Hff2/C4rvG4rYXpwCffw5ccQXw0UfAxx8DV12VUFAIMP++Pml2fN8D3DR2OJEesxXAZUqp3gAGAviHiPQGUAHgNaXUXgBeC/0/KXbbva83SfmNXJ6Jrl52p8Jl20EnLVq31lejrrwSePFFYN06YPFinUW0//76qv455wB77w107gyMGgXccw+wbBnQmLpgH7lK2sYiwN44kwgV+jESb4ceq21MXbQyZiA8siuP1fjTvtBr2UXRSryp/bFmcaVs/NxxR+CMM4B584AffgDuugvYbjtgwgQdrD7kEJ1htNYdLUdzjd0v8C6S1vGIEmM3iBHdLbZ9oRcIZeeE349mmTpOnLvZXUc7m93LYhHZ1m3NTNDjRfD889H2u2+AG27QU3D32w+XP3UDutT92OL+Rs8h8nOdrHQVbnVVV2B7OBZRXqiatwJbNm/BYV8vxr/mTkHN3afh/uqbURL4BDP2PxZvPPY88PXXwE03AX37xl6hiXAw22zMqasPYmL1MtsXstw0diQdGFJKrVZKfRj6/XcAnwLwAzgBwOOhuz0OoCz5bcW33IrZtALb0w0SYFRLyGh5Fh500s/j0QGhiy/WdUB++kl3GHrgAZ1p9M47wAUX6Cv6O+8MDB+u6xa9/z4QTP0VNUq/dI5FySrdo0PsOxkw69ATfSXbDjvDZmR7YbPxRwBcN6wPFlYMxjcJtCQ2GxfNxAq8pWX87NRJjy/vvqtPMm68UWc1/uMfwG67AcceCzz5JPD7785tM89lWyZtNo1H+SyeQHK4Bfs3lUNR2LoVgjbTTwpEkg5gWo1fkUFSp8qfKYWm8dzK9PdXofqLX4Grrwa++QYoL8dxKxbitYf+hkmv3o+dN27rumv0HJycQhHvsSRRdttPuwXHIsp5SgHvvIO/PvtvLLpnHJ549joc/cUivNSzFGNH3YCB5z+OHR64F4ePG550jUi7weypi1baupBVXRvAxs2JNwhwmqMFdUSkO4BiAO8B6KSUWh266UcAnZJdv1mKbPRys6kGkcsdnW5gk92pcHYPOtmUVp9yIrr20Hnn6aKxK1fqk5THHtOdhT77TLenHjAAaN8eOPpo3Y3ojTeAP/7I9N6Tw1I9FgH2xhkzU889CHvtsl3c2zQKXEdeyXZSdC0Go3FJAIwd2DWpugqJdGW0GuvMgvuBuvrUjJM9euhU5I8/BpYu1ePMJ5/o7KJddtHZi88/D2yOPW2PzGVzJm06xqNckIlzmkQDyfG87xqUSjq7LdYFgHCQNJ7uZVYigyw+r/lXhWCj2jZtokMH4JZbsOCFhZjV/2icVvsi3nzgHFz+5hPY8Y8N2Lh5a4vXwMnPr91jSbLvr+jssXizZDOJYxHlDKX0OVdFhT4PKy3FqI9exXtd9sVfT7wKB17wJK44bjwWdu+PXTts79jn024wO3o0MrqQFQ4y2a0Ll7oqyCnYhohsD2AmgPFKqd8ib1NKmc6OEJHzRKRGRGrWxkjBt3sAnzS8D7xR32q8BYJJw7cVCs3ESabdjCE7B50sTKtPLxE9vWPcOF009vPPgdWrdSvq//s/nWF03XXAEUcA7drpQtZXXQW8/DLw22+x1k4ulo6xCLA3zpiprg3g+/XxByTNAtfhK9l2r4PYuV/0xfDoAJRHBCq0T8mMO4lcuyl/dqnpNq2C+ykfJ/fbD7j5Zh2Ufvtt4KyzgPnzgbIy3eXi3HP1/xvcUWQwm2RrJm0i41G8Y1EuqK4NoPzZpc3Oaaw+504xC3jHCiTH+75LNrvNzgWAcPFsJ0QGWW4esZ/ll4XoLzXHDClB24cfxIgLH8arew7EBe/OwJsPnINTF0zD5OkfNHtNnfz82j2WOHHOHJk9Fm+WbKak69yIKFmWFwm++kpPXd13X921+l//Anr3Bp58Eq8u+AjlI6/GvL0PxuZWrQE4n82XTJwg/Njw8xs/fUlcGZP/HtXf8YvA0RwJDImIF3qwmaqUmhVa/JOI7Ba6fTcAa4weq5R6UClVopQq6RijDbnd6V9lxX5UjezXLLBSNbJfs4HbbB62U/OzjdjNGAJiH3SyLa3eFXbdVbchvOsuHWX+5Rdg9mw9HS0YBKqq9BSQ9u2BkhLg0kuB6mrg558zvedkU7rGIsDeOGMm0fT5WAckOyfZHhGMHdg15vQzo0B2WbG/6YtUdMe0RE+wE6kF2uwqdZRYr1FaxsmCAqC0VNc5++EHXQNt2DDgmWd0t7MuXfT48sEHLJZvU7ZN3wASH4/iHYtywaTZy1tMzbL6nDslOuAi2DYmWY1tiUzhTbYGTs136/Djr+YXFNr5vAlPLY4W+eWjrNiPf4/qH9fjy4r9+GW3brh4eDmOO/NOfNi5FyreeAwv33M2vrj+X01T+p3aXyD+Y0k+nTOn89yIKBlGiQ//fvwNLLt8sp71seeewDXX6AzF++4DfvxR15497TQcf0jPlGfzJRPMDnf4TbSuWtW8FSkteQM40K5eRATAIwA+VUr9O+Km2QDGAagM/ft8stuKZ/pXrLanwQbjoqtmy52wXWsPNm5p+WVwu9bxHxSzOa3eNdq311/Whg3T/9+wAVi0SE8ve+stPeBMmaJv69MHOOww/XPooYDf/VeH8k06x6KwRNsrJ/o5jXVAstPSuFEp3FDWFyXdOmD89CWm9zMLZLulVa9Z6m3rVgXYvNV6HE9XkVIAgNcLHHOM/tm0CXjhBd1V8Z579Piy557AmDH6p6d7gxyZFn5vxWor7haZGI+ymdnnOWWt1yOEx3GjYqJmY5vR+3Hj5q2W+5tMq/SJ1ctiju3BhkbD/Vr9a31c3biMAq5lxX5MnrPcsMabWWOY8HHuk05/wlkjJ+HAVR/jijeeQHn17cA+c4AbbkDZKac07W9ax+WQTGwz3dw+FlXXBrJmXKfUC59j7vjHBhy7YiGGf/oGDvpuGQqggOJi4NZb9RT9rl0NH5/oebldg3p1xNRFK+MOREd2+E20rlqgrj7mcSBZSQeGAJQCOB3AMhFZElp2FfRAM0NEzgbwHYBTkt1QPMGQWAONUYDGarkTNpms22y5lc5FPsMDmtvT6l1t++2Bv/xF/wC6JkhNDfDmm/rnqad0sAjQrQ3DQaLDDgP22CPpgmaUtLSNRWGJntC083nj/sJjJzvCTo208BhRVuy3DAwB+svIDWXNOze4PSgdKygExC5SmrIT1cJCnbV4yinA+vXArFm6Jto//wlcf70uqD9mDHDqqQw+G0j1CZ/D0j4e5ZOJ1csw7b1VaFAKHhGMHtClxVgVr3jHtuj3Y/hKsNlJfzKt0qe9tyrmfcLnr9H71b1iru3t+E3Gu+ragGFyo6dAcN0w4+nT0eepH3TZFyPH3oKTf/oI/6qdDoweDdxyC8puvBFlVx6L7hNetL2fTklXweoMc+1YFP2ZCWfpAcimsZ6csmkT9n/nZUz69E0c/vVitG7ciq/bd8adpadizj6H47WH/prR3auuDWDm4kDcQSEBcNIBely+JMZ5d6YlHRhSSr0N86m9Rya7/kh2gyFuHWjM3kiJnCuUD+mJ8meXNku99haIq9Pqs06bNno6SGmpbkm9dauegvbWWzqraM4cXdwa0J2IwhlFhx2m57sWpKNMGIWlcywCkhtn4jkXFcB2cCJWcCZ6jPCIWBbsDF+ZiPzClc6gtN9kW0ByV9+tnnPajh/t2wNnn61/fvhB1z97+mng8st1AevDD9dfnE4+WadMU1ZJ93iU7QrEOHBi9DmPzp5pUMpwrIpXsmNbeHyIFXBPRCJF+sOsxtFIAhh2IbMKeFmd5Riep3oKcMjF44B+FTpz8tprgaFDgUMPRUnX41Gze+wafU5K5nXNFm4ei9ySgUwZtGUL8Morejx4/nnctXEjfty+Ax4/4Hg83/sIfNxJX3hPdW0dO8yyfSKnIBsJ1+MEzI8z8a4zVbLqm6vdGgN26u+YfTFzy8UDW905ovfVJfues1q1Ag44ABg/Hvjvf4E1a3Qnovvu01/i3n5bt6vu2xfo2FEXnP33v3XW0Vb3tCIkZyRT5ytWy/WwIp83ruKWsb7ABBsVar5b1/T/0QO6xFxn5JXq6toANm1p+V5OptaLVXc3q1bJjSrx7jJWJxgZqd/WuTNwySW65tCKFcCkSbpY/l//qmujDR+u6xNt3Ji6fSDKILNsGqPlZtkzdrJqrDhRx6qs2J9Ux8pkRK8/fB4ZqKu3dXpodvywmvoQbFSGY2N1bQCT57SsG9W0IwUFwNixwKefAvfeC3zxBZ6beiUeeW4y9lnztY29bSmR19cNXzbzWbozkNnN2SUaG4HXX9fnOLvtpkt6vPwyMHYs3n5wBo686AncOPgcfLzrnoCIa+oJmr0vFdBU1yjWY+3WVctUyDqrAkN2W0TaGWjMLhJELzdrKZ1Iq2m77HQcq5q3AsGGqEKNDcYHaEqRggJde+hvf9OR7lWrdLX8//xHB4U+/hi47DLgwAN1dsCQIcCNN+qMoz/i70hF7pLMCY2dbBe7Hc4i2TlwTl20smksuaGsL04b2NVyf8JXVMPjUnRQq8jnTaq43/H9djNcXlcfRGnlfMuT/US6y8TKrMz4VLm999ZX0T/9FFi8WBfH//BDnT3UqRNw2mnA3LlNxVuJcoHZF3Sj5fE08oiHU23Ik+lYmajo9UcXOFXYFpNpX+htsX9WX7xiXd2OHhvNjhWAwXlq69bA3/8OfPUVKg8/EyXff4K5/7kYt8+pQtf1q1s83orZscQMs+wzL53dJtnNOcOU0hfKL7tM1wcaNEiX6DjmGD0DY/Vq4IEHcMi5I3Hjyf1TWkA6UWbvS3+RDwsrBmPKqP6m01MjyzhEHmfcNp3ViRpDaWWnxoCddGCz1Nrok5Af6oy/wJstd4Kd1MqMf3mhlkR07aE//Qk480y97IcfdH2i8PSziRP18jZtdHX9cJ2igw/WNY5cptMOrfHT71sMl+e7ZKYdWNWaiGfqWLSyYj8mzV5uWb9IAc3GkpJuHTDt/VWm0fLwQcvqqnEyB+xY7eW9HoG3QFpeeY4QV+p5jGOwa+q3ieiaQ/vvD9xyix5Dnn4aePZZXZdop52AkSN1TaLSUldOXeX4QXaVD+nZYrqSWbDCbAqsEyfYTtSxSnehdKO6QEbjdfiq9sKKwXHVUYs15Ti6m2+s4qqG56mFhbh/4Ml4uv8x+Nt7z+H/auZg6GdvY/p+R+POg081XVckOzX2mkni7cKCyc6I53OfLE5by5DPPtMXz6dNA774QjfkOPZY3WZ+2DBgu5aJFm6tJ2j1fg0HHo3Gyuj3dOTzM5qqm6lpZEAWBobssDPQ2B2MMlGk2k7QxzVfXsha5866kOypoRObX37RU87CwaKbbwZuuAHwePQXwHCNokMOcUVdkVYe43RHs+X5JFUnNN9UDk3q8ZOG97EsgAo0H0uu/u8yNFgEXcLTzczGpbr6IKprAwkfxGMFs4MNCu0LvShs3Qo/hK70JbKeyPVZnQim80TVtoICPV318MOBu+7S8/GnTgWeeAK4/36gSxedUTR6NNCvn2vmRHP8ILviCaaMHtDFsDOLnamx6ZLOLzZGU25jnUfGs3+xMrGih5tYY7HVeepvbbfHrYefif8cMBwXvjMdo5e+jJM+ng/s8Alw5ZU6+9pEvBdGYx0LzLi1jmk2SmcQlRfU02jVKj39/emngSVL9CAxaBBwxRXAiBGu+H6TCKv3a2nlfMPzbo+IZcaT0ToH9eqI6R+sajEzKB1yMjBkZ6Bxc+tbO0EfV355odh22gk44QT9AwAbNgDvvquzid56C7j7buC22/Rt++67LVB06KE6yJRmPJCaS2YMKTLpSuZEDYrw9q0yhyLHEqsg92kDuzYVc7UqmJfMFTc7hfjWbwqisLU+XJldvY4nKG61PTcfGwDoqRfHH69/NmwAZs/WJ1///rdu47rPPtuCRHvumdFd5fhBqRAek5zuSpZLzMZVBaC0cn5cY1qs4tV1UVPGrMZ0u+epa7fvgGuP/jsePrAMl7w9FSfeeqsOgl95JXDRRYZZBnaLukZKpF09M0+cFZ09UTVvBS6ZvsTxYy8vqKfY2rXAc8/p85G339bL/vxnYMoU3Yk1A99hUsEsqG52XtOoFMqK/ZZZhkafgUwEhYAcDQwB9q6GOHlFZ69dtsMXa1oWBo2sRWS360b5kJ4of25pszeF1yMt0tAAF395IXu23x446ij9A+jaQx98sC1Q9PjjujAjoL/kRXY+69495ZkBXo9gi8Hg5PW4IyMh0xIdQyYN72PYVdCpGhTh/ZpYvQxTF61slmUTeWIea2595Bet8iE9TbvtJPNF3yjIHU2w7QQ+Vppu+0Kv7eLeZtyaxtzC9tvrqWRjxgA//wzMnKlPyq69Vv/8+c/6tlNO0QUe04zjB9kVbxbGDWV98yoQZDautS80vphgNa7Gm+FidE4aKfqLtdm2i3xeTBrex2LKGhC9iZXtd8Plwy/HidPu0FPxr7oKuPNO/fu55+pAuY3n7CQGvFMj1ZlYvKCeAr//DlRX6/OOV18FGhr0xal//lPPlMjwxal0sgo82n1vG52zJyKZr4buK0qQRk5Wp9+0pTHm8jEDuhrex3B59LvC4F1SVuzHworBcXUtIpdr21ZnB02cCMybB9TVAe+/r7OIevfWA/CZZ+o6Rl276i99998PLF9uXlE9CUZf6qyWkz1lxX5UjezXrLhe1ch+jn+GbyjriymjzIv4WRWrj+e4EvnFIN5xNbIQnxmjd5tHxPA5XTesT34GHnbeWXf4eOMNYOVKnT20ebPuorj77sBf/gI8+qgeU9KE4wfZlZFugFnEaFzzegTXDTO+mBBrXDV6bS3HbpOPrFEBZ6Mi3reP6o8l1x1teYwzGxYaFID99tPZkQsX6gL9F1wA9Oqli9c2NNh6zk5JZ8HkfJLqMcCp4vJ5748/dGfmkSOBXXYBzjhDN8u4/HJg6VL9fWTixLwKCgHWXS3tvLerawOOBIWA5L4O5mzGUKzCcE5Hpu1cQQgXeY2s5+EpEJR0az7XsmreihaFVsMtQTmA5ZlWrXRXswMPBC69VLd4XL5cZxO9+aZu9zhtmr7vTjvpoFI4o6hfP/14SplkClCmKyvFajtWVzgP3qPluGREAAzq1bFZW+Tw6GV3XA3vY3VtwPLKdKRGpQzrMUUGvRKZJpATunQBysv1zyefbCv8ePbZwPnnA0OH6qDycccBPn6ZocxjFoa1RLLEw+Nqj4q5hl82Il9bo3Pi8dOXYNLs5RCBefF/kxh8yo5vBx+sz3vmzdPZQ6efrovz33QTcPzxTdsd+9C7WPjVOue3D2aepEo6xoCsyQZ2m61bgQULdGbQrFnAb78BHTvqc4rRo/Xn0iW1DcPSXSDeaoy+JEa2fXVtAJfNWJqxgtORsu5bo50/tJ2gj9NzhNuZ1AyJ7NZQNW9FiyKvDQYBH54gkamCAqBvX/1z/vk6LPzVV807n1VX6/vusIPuVhQOFJWU6G5o5IhcKEBpVZPh21+aLzcbfxSAmYsDTa9D9IEtnnE1nnnV0Z1wIoVP/npOfAmbt7bM5mzTKo+SZXv31mnd11+vsw+nTdNFIWfN0mPEiBE6SDR4MAPJlDF2zqGySSq+lCT6pdZObRWzTmJWHS6BxAs4J0VEt7g++mjdpfGaa4Dhw/WX05tvBg47rMXxy0wixwKWckgNs/dpgQh6VMzl65xuSgGLFulzhhkzgJ9+2nbOMHo0cOSRrj1nSOT83Ikx22yMtnpvd6+Y63gXsmRCdFl1dhz+QwdCnWnCf+joqQp2UrbMvgwleoXZLFAaudxuwIdpqmSbiE7XPOss4D//Ab7+Gvj+ex3VP+00PaXkqqt0l7OiIuCII3Ttkf/9D9jYsiZWi9XHuTyf5MLUh0G9OpreZndc8ojErOlgd1yNJ/ht5+JUdP22WMtzmggwYABw++1AIKDHgJEjdUr4kCGA3w9ceKEuhu/QtFSOH2SXnXOobGH3XDVdrKY4hCWTXenURcu4x4uCAmDUKJ1F/cADwLff6s6Nxx6LohUf29pmoscClnJwntH7FNB1Bd3wOcobH3+svzfssYcOtj74oP4O8dxzOjj02GP6nMGlQSEg/vNzozG7/Lml6D/5FUfKzVi9twHnW9Mns76sCgzZ/UPbCcB4TM42zJbHYlbsNHK53YCPnYM4kSm/X0fz771XnzCtXau//J1/vu5idOONuth1UREwcKBuH/nCC8D69S1WZTa4uCHdMdNyIbNvwWdrTW+zOy7FamUM2B9X4wl+2ykwXR80rv1mtjxveDz6at8jj+gTvVmzdFbhww/rE8E99gCuvlqPH0ng+EF22TmHyhZuu2hgp7ZKoue+gHMXLRMeL7xe4LzzgC+/1LXV3nsPcx+7GHc9fwu6r7P+Mpf3xwIXiX6fGr0ns+3iW9b45hs9HTM8I+HWW3Utr8ceA9as0UGhk07Kmqnn8Z6fG43ZwQaFuvpg0kHJcCZSfbCh6T2dzHibau4N9xmIJ+MmVtqs2ZcZO19yjJi1UI784w/q1RFPLVrZ4j7RV+2ZpkqO2nlnoKxM/wB6bvA772ybfnbHHUBVlb40u99++gvioYfqHzLldOvTdM+HBqyDWEYFRYGW45KdWj52x1WzMdKImw+sWaVtW+DEE/XPb7/pIPK0advqdvTtq6eanXqq7oRIlAJ2zqGyRTouGsR7vIg1DS3Rc1/AOvM0rXw+XVftvPOw4rJrceQTD+DYFQsxY7+jcEfpaPy0w86Z3kOKIfJ92qNiruF9sunim6v9+KOeIjZtmp4yBujyE/fcA5x8si4snaXiPT+3855KpNxM9JS2BqXg83pS3jnR50087yerAkN2/9B2CsPZbf3ZplWBrRoVdgJNZlfnjZazQBqlzI476vn5xxyj/19fD3zwga5P9NZbOovgrrsAAPPbd8b7XfbF+1364N2u+2H1ji45AXQBJwtQZqpekVWNoUmzl7fYvtm4FKtFsN0uMVYZTNEix1azL0nxtnjOezvuCIwbp39++klfJXz6aWDCBP1TWqqDRCNH6sKTRA6J92KdE4H0VAXjnb5oEC0Vxwu/xbHAWyCAwLT+Wzzjdlq0a4dP/3EFxm33Z/x14XSMrX0JI5YvwOP7H4/7Bp6MOt+OTXflscC9Uv05ykt1dTpDeNo0YP583dCmXz99IWjUKKBbt4zsltNjcbzn51bnwpHiDUqaZY+aXQhxSkESF1SyaiqZ2VUJo4ybWGmzZn+P6OVGcwKNlpsdXCKX58LUE8pBPp/OErrmGuCVV/SBY9EioKoKX3fw49gVC/HvuVPwfzWzM72nruJk69NMTT2wCmLV1Qdtpc5GtwiOPhzFEyyLZywMb8+qnsd1w/rAE1VEwlNg3uKZInTqBPzjH7o99Ndf6+yhujq9bLfdgGOPBZ58Evj990zvKeUAs+Cx0XInaviksg5QqssBJHK8sGxFb7LPAFDk86JqZD9UndzPdN1uPIetmrcCP/qKMPkvf8Xgc+/H3F6H4Nz3/4s37z8HF7zzDAq31PNY4HIsq+GQTZt0ZtCJJ+rj+tln63pcV1+tu5YuWaJLSlgEhWKNH8lIxVgc7/m52fgXLd6gpNnYGM4cihQ+U3UiS3bjlsQzkrIqY8jJjJtfTTotRC8368gQvdxOoInRb8oKXq8uUjtgAM75eR+IakTPtd9hY2u+T6M5ldnn1qCx3dTZyNchmSs/ZmNkdMeGyJNDqy9J5UN6ogBA5K1ZdTXELXr00BlDFRXAsmU6i+iZZ4AzztBT0YYP15lExxzDzoeUkHiu8DrRVdbpzrSRUl0OIN7jRXVtAOXPLW3K+AkXVo3cVzv7bDZt2I3nsJGvxfdFu+KyoZfi/j+fhMvfehKXv/UUxi1+AfeVjkLBCb0yuJdkxW1lNTIx3T9hwSDw6qs6M6i6WtcX7dxZX9gZPVp3KbYZgEh1RnuqxuJ4zs8j32tWmUPxBCWrawMoMMkM8keUYoh+P5lNoUyXrAoMOfnlyekgjZ1Ak5NTT4AsG6QoaykpwGe79Mj0buS0VAWNY40Rk+fELi4c7/iaTLDMbIw86QA/Fny21vB5WB0XquatQLCx+UE52JiB9sq5IlyHbL/9dAbRu+/qE8/p0/UVyaIiXZtgzBidhUhkUzxfAp04F0x1MD6V5QDiPV5MnrO8xTSwYIPC5DnLbU0VDkvkHDZT56lGr9EXHbvhryMmojjwGa5483Fc++oDWP1BNXD7LbqLqyd2xgCll1vKamRqun9cGhuBt9/Wx+RnnwV++QVo314HgkaP1sfkBN7jqQyiA+65MBp+r5VWzjccX9sXem0/3/D7xSgoFB4z421tH4+8aVcfTxv3RNJmkwnS2Nk3J6eeuK0dKlE+ciq9NhUp03bGCDsdf9J5NdhsjLyhrK9pa2CrsdctJxw5qaBA1xy6+27ghx+Al14Chg3TmUSDBwNdumDiaw+h7+ovzFNqiSLYbQEez7mgGSfWkSnxHi+c6Phm1Fkn1jlsJs9TraaG1Pp7YfSpN+H0U67H2rY7AGeeqeusVFdzrCJDbus02EQp4MMPddH1bt2Aww8HnnhCdx6ePVsXmH7wQWDQoIQDn6k+j3LbWGw2vsYz7dTo/QIABaJrFF8yfYnpd4byIT11XbckJDOKZVXGkN2rFXYiu06nKJYP6Ynx05cYLo/kVPQ71RFcIrLm5BWkVKRMOzFGZGI+v9EYOfahd7Hwq3VN/y/dowOmnnsQAOvjQjZNfchqXu+2gvabNgFz5wJTp+L0F+binJrn8XX7zpizz+F4vvfh+Hqn3TO9t+RSVp/zSE5kXzudwZ1O6Z5iY9ZZJ9Y2M3meWlbsR8136zDtvVXGRV5F8FaP/fF1/4OxcM91wMSJugbLgAHAzTfrL9KUl4yy3Fx3kenzz3Vm0NNP699btcKPBx2B+0vPwLOdi1G0SweU794TZa1bJ72pVJdBMRuLB/XqiNLK+WnPNnRifDV7XzSqbaVozL4zlBX7MXnO8rgC99HsNnwxklWBIbt/LLsHIztBGo8ARo0YPFHBvGdrjFssP1uzMiVvZNcNUpSTCkQPZEbL853TJ71Op0zbGSOKfF7TOmpFPi8mDe+T8UBz9JdFAFj41TqMfehdTD33IMvjQs136/DUopZjs2vaK+eiwkLdtWzkSPz5kukY8tk7GP7pG7jwnWdw8TvTsKzTHpjd+3Dg+37A7gwSkRbrcx7JiRN3t9UviVc8xwuzcb7IZ68jV6LHunjPU50836iuDWDm4kDMzj+D9tkFKDtSB4UefxyYNElnPB51lA4QHXBA/BunrGV2wa/IpMNpWi8yff+9nrb99NM6S0hEZwhddhnm7nUwLp//fdN+b3Rwqluqg+hGY/GgXh0xc3EgY1P3kj0ftzsdzGwcrUsiKAQkd46bVYEhwN4fy8mgidFBymh59AlNrOXJYiFrSoeD/tTB8D180J86ZGBv3MXtwVk7Y8Sk4X0MMx0BYLs2rVzxJcnO2Gp2XIinYQE5b9/eXTGjzfaY0e9o7PL7Lzj+s7cx/NPXcfWCR4Gu/9E1D8aM0XWJOsQeU1hXL3fFew7lRCDdLfVLUm3S8D4of3Zps3pr3gLBpOH2pkYkeqyze54a/lybnW8ncr5hNpUjWtOxoFUr3a1p7Fjg3nt1DbWSEj02/fOfQC8Wqc4HZkHQNq0K4PN60p9h+MsvwHPP6WDQW2/pqWMlJcBtt+n28n49ft1UOT9ri+mHtxG5vtIUPp9UiTw/aefzwlMgaDAb1CIYjaPJ1hlK5hw3q2oM2eXkfEWzP2mmZyGzjSOlw/IfjFtRmy3PJ26bFx3NzhhhdYAN1NVnfc0ytwfvcl3kOLFmh53w6IEnoOyMKRh24aPA5Mm6/sFf/wrsuquuTzRtGrBxo+G6WFePIqWyfXKuKSv2o2pkv2a126pG9ourW2Q8y8PsHIMiP9dmEjnfsPulqsWxoG1b4NJLga+/Bq69Fnj5ZaBPHx00WrUq7v3IV9n6+TQ7N/i1PuhYjdiYNmwApk4Fhg7Vx8a//Q1Ys0Zns33+OfDBB/o96t+27XQU07dT/80p2XbuFn1+UlcftBUUAozHUasaaXYkE1TKuowhO7J57rhd2Z4GTdnBbJqR2fJ84vZxxu4Y4TFppwnAfV034sTMyswyGyeWFe4CXPN/uq7HkiX6JPiZZ4AXXtBT0crKdCbR0Ufr+kVgXT3aJis6BLlMKrpFxjrW2TkG2cnsSeR8w+q4Fsn0WLDjjjp4/Y9/6Oyh++7T49T55wNXXQXsvHPc+5QvjD6f46cvweQ5y3HdsMxPT7didc6Q0gzDzZt1A4dp04A5c4D6eqBLF+CSS3RHsf79LdvL59q5jtnzaefzOlZ3yCwDOZHMZLsZitHMxlGjsTOeYE8y1T5yMjCUL0GTfEmDJnKjbBhn7IwRVifP2f7F2+3Bu7wnAhQX659bbwXefHNbq92nnwZ22knXKxozBqvXbwSkZZKzW68gUuowSJheyRzrYh2DUvX5tRMUsnUs2GUX4Pbb9Rf0yZOBO+4AHn4YuOwynbWxww7O7HAOMfuSvH5T0PUB3LSeMzQ0AK+/ro91s2YBdXU64HjmmfrCyMEH6+6fbtvvNDB6Pt4CwcYtW2MWb7bD7OJCzXfrEqptlOg4ZpV1ZjS9zm5wKG+6ksWDQRMiSrVcGGdiXVnN9Bfv9iZFH9sXxi6cmg3BOwopKACOOEL/3HUX8Mor+oT5iSeA++/HO+12QXXPQzC79xH4ZJceTVdPs/WKKDUXz+c826YZ5IJUHeuSraVhxuq4JqHtxnUs6NYNePRR3RZ84kQ9refuu4GrrwYuvtgymyPfWH0O3RzADWeK1Acbmt4/fqfPGZQC3n9fXwCZPl1Pp95+e138fMwY4Mgjm7Jk45Fr5zpGz2fTlq0tjhGJvp/MLi4YdTG0sw2zcUxgHqTxh7LQjITfi4G6+qb3YvtCL7wF0qxWXCrkbGDIDicLWfq8BagPNhouJyKKJVOFdWNdWc30F++h++1m2Fls6H672Xp8zXfr8OOvf0AB+PHXP1Dz3bqsPVnKG61bA8cfr382bABmzwbuexRnv/M8/vb+LMzpdSguPOHKrL4iSs3F8znPtWkTiciVQuxGmQFOsDquJXUs2GcfYOZMXeflqquAefOA8eOT2tdcEyvY58YAbnQGSYNSTceXyPdIwp+75ct1MGjaNF2/qk0b4Ljj9DSx448HfMmPXblwoTJS9PPpUTHX8H6JvJ/MHmM2bsTahlnG1kkH+PHC0tUtpsNanbsYvRcBnXHn9QgKvQXYZBBviGTnwqmZvA0MOT1Hva3XYxgYaptE8Sgiyg9urZnhhi/eyXQWm1i9rNmXzQalmv5/Q1lfZ3aQUmv77YExY7DrmDF4cf4yfHzXo/hWtXX+Si5lVDyf81ybNhEvtx4vEhGZGZCKzCEzSR8LDjwQePVV02L5+SxWsM/pAK4TQdJJs5fHnJ4a9+fu22917bxp04CPPtJZsUceCVxzjc4Qatcu/iebx5y8IGC2LrNMw6IYgRarjK0byvrG9R61qlcUbFBotI4JAQB23r517DuZyNvAkNNz1OsMUqCtlhMRhbm1ZkbKum7EIZlpI9PeM+4iM+29VQwMZaHjBvfFcYOnZHo3KAXi+Zzn2rSJeLn1eJGocGZAd5OMgFRK+liw3XbO7UyOCL8HJ81eHlemRCKcCJJW1wZMC5xHjj+2Pndr1gAzZuhg0Dvv6GUHHaSnR48cCXTqFM/TowhOXhCwyvCZ/sEqBBuaB4c2/LEV1bUBy/eUVcZWPNlcsc5t7dRP+2JN4gHrvA0MOT1HnanNRJSoTNbMMLtC4hFxxZeMZMZWswOonQMrEaVPvJ/zXJs2EQ/WWIrNblcyHgtSI/z5TPWURyeCpFXzVpjeFjn+mH2+fv/pZ+Cxx3Qw6H//Axobgb59dTe70aOB7t1t7YdTcmWaaTSnLgjEqiVlNPUr2KgSDrwb/T2snkeq6q7ZlbeBIacDOYN6dTScHz+oV8eE1kdE+SOTgeWBf2qPhV+tM1zuBhxbKSxXT3iJn/N45NqFyPDn2klmxzVKr1QHcJ0IklrdNzIbJfJz1ya4GYO/+gDDP30Tg7/+ANgaBP70J2DCBODUU4F997W9fSfl0jRTI8m+n+zUkvrVRvZYotsL1NWj/LmlgEJTEenov1H5kJ4of25pi6yldMnbysjlQ3rCF1X/J5kUx2TqYBBRfnN6PIrHJ6t/j2t5unFsJWDbCVagrh4K206mqmsDmd41cgA/5/Zl8njhtMjPtZPccvzKR9W1AfS+5iV0r5iL7hVz0WPCXEysXpaSbZkFQ+MJkprdt32ht1kQ4ooj98BRK2tx29x/o+bu03Df85Uo+eFTfD/yDLzx+GyUnvMgemw9CKUvrMnYcckqg8ptqmsDKK2cjx4Vc1FaOT8tr5md18eJ95TV9oINqkVnsRZ/owwmMuZtYKis2I+bR/SFv8gHgW4bl0w9DbODWibTwYgoOzg9HsXDqEW01fJ0S2Zs9ZscyM2Wk3tl0wkvxY/nUPZl8njhNKtCq8mwe/ziscBZ1bUBXDpjSbOuSUoBTy1amZLgkBNBUrN1XDesj54W9vbbwD/+gROOK8FD067B0V++hxd7HoKLzq7CwgVLsKx8Mv72hReBUPfTTF60yJZpppm60GPn9XEy8J5I5lrVvBWGLek9InFvPxF5O5UMcDbF0apOBxFRLPlcM8NKMmMrp6fkjmw54aXE8BwqPrlyvMj055fHAmdVzVsBg++0AFLT9MGJujMt1tGuLUa3XYcN4y9DYMl8+H9bi61t26LVCScAo0djh2OOwag2bTAq9PjSyvmuKQbvlmmmsaZ9Z6qAfjuf17DQeDvftq5jTjY3iKdeUPhvZDYmpqseWl4HhpzEIqdERM5LZmzl9JTc4ZYTXkoNnkPlp0wXWuWxwFlWgb5UfZadCJKWFftRtkM9MG0afnvoSez4zRcIFnjwVvdiVB12Bt7a52BcM3qA4XbcdNHCyc5dibJT5yhTr5nZdYZgQ/Me8E4F3o3+HkYi/0ZmY6K/yIdNW7amPJs/b6eSOc3sqhavdhERJS6ZsdVNJ2yUnFyqq0It8RwqPxl9rtOJxwJnxQrUp7OejC0//ABMmQIceCCw117AtdfiK/hw9dHn48//eAJnjZyE6j6D8EtBG9Npy07WpEmWG6aZpruOTzzqTIIqG7c0pOQ9Gfn3MFMgaPY3sjrXuW5YH8f3scX+pHwLeYJXu4iInJfM2OqmEzZKjhtOeCl1eA6Vn+x8cUolHgucVT6kJwosYrmZrsEDAFi3DnjoIWDQIGD33YFLL9W1hKqqgJUrMeKUmzC1+DisL2zX7GFmQUS3XbQoK/ZjYcVgfFM5FAsrBqf9GJnuOj7xsPq8p6peYfjvYfaxiJ56aXWuk46/JaeSOcRvkfpFRESJSWZsdUNaNTknV+qqUEs8h8pf4c9194q5ad0ujwXOC4/PV836qFkB6mhpr8GzcSMwezbw9NPAvHlAMAjsvTdw7bXA6NFAz8i29F/ENW3ZyZo0ucDOtO9MvWblQ3pi/PQlhrelOnvQatps9GfB7FwnHcFUBoYcwi8gRETOS2Zs5QkbUXbgORSliwA8FqRQ9JfaHhVzDbtvp3wa35YtOgj09NM6KLRpE+D3AxddpINB++9vWHQmkbGIFy22sfv6ZeI1Kyv2Y9Ls5YYFqFOdPehEUCodXVgZGIrB7lUsfgEhomzk9iv1yY6tPGEjcj+eQ5GTrI5rCysGZ2CP8ldaGwc0NABvvqmDQTNnAuvXAx06AKefDowZAxxyCFBgXUWFY1Fy3P76TRreJy0XIYw6sxWZdEWL/iyYdXVLR020rAsMxWqB57R4Isf8AkJEmZTI+JgNV+o5thLlPn7OySnlQ3qi/NmlCEYU8PAWiKuOa/ki5ecYSgE1NToYNH06sHo1sN12QFmZzgw66iigdeu4VsmxKDlufv3SEbgy68x20gF+zFwcaPFZGNSrI0or5+OHunoUFXqx4Y+tTWNXZFe3dHRxzKrAkJ0WeE6L5w2U7qAVEVFYouOj26/uABxbifIBP+fkqOhZQmxwlzbRn+WTDvBjwWdrk/5sR673oC1rcO2Gpei1YC7w5Zc6+HPssToz6PjjgcLClD8vjlHZKdWBK7PObAs+W4ubR/Rt9h4a1Ktjs2CRUTv6cE0uoyCr07IqMGTVAi+Vf2A7b6BMBK2IiMKSGR/dfHWHYytR7uPnnJxUNW8Fgg3NK9sEG1R6Cx7nKaPP8szFgaS7SFbXBnDnf17D8csWYPgnb6LPmq/RIAVYc+DB2OWRCcCIEUBRkUPPwnj7HKPIDqvObNHn26WV820FesKPBbZdyDXr2ZlMDDyr2tXbaYGXKVZfyoiIUs3N42MyOLYS5T5+zslJuXo8zAaOf5bXrgXuvRc9RhyD+XeNw4TXH8MWjxeTjzwXA89/HCeeOBk466yUBoUAjlFkn1n9LKPldsek8GPLiv1YWDEY31QONb2vWcDIjqzKGEprAbM48SBERJnk5vExGRxbiXIfP+fkpFw9HmYDRz7Lv/0GVFcD06YBr74KNDSg7c5dcethZ2DOPodhVdGuTXeVNI0RHKPIrnjqatmpG5TOup9ZlTFUPqQnfF5Ps2VuKZIaT3SQiMhpbh4fk8GxlSj38XNOTsrV42E2SPiz/McfwKxZwMiRQKdOwLhxwGefAVdcAXz0Ec667D+496BTmgWFbK3XAdW1ARQYtLZP1/Ypu5QV+3HziL7wF/kg0N0QzaZSGo1VXo+gyOeN+dhUyKqMITcXSc2Gzj5ElLvcPD4mg2MrUe7j55yclKvHw2xg97NcXRvAv1/8BN0/WoRRXy3E0SvegXfD78AuuwDnnKOLSA8cCIQCMuVbAxkZI8K1hRpUywk6HKPsycei3XZrd7ptrMqqwBDg3iKpbvvDElH+cev4mAyOrUS5j59zclouHg+zQczPslJ48/HZ2HDPI5j5yVvouKkOv7UuxOx9SrHrX/8PpeeOBFq1/HqaqTHCqLYQAHhE0prJka1YtDu2RMeqQm8BNgUbDZcnKusCQ27GgxARkfM4thLlPn7OiXJDi8+yUsBHH+maQc88g8O+/RZ/tGqN/+3xZ8zpfRhe/1MJNrdqDf+vPiw0CAqZrjcNzGoINSrF8cqGTHUUz2XhDCyjoBAAtG7lMVxuBwNDRERERERE5Jyvv9bBoGnTgOXLAY8H+MtfcGmfEXhlr4HY0Kaw2d3dWMjZqULm+TidCmDRbqdFZ2AZqasPJrx+R4pPi8ijIrJGRD6OWNZBRF4VkS9C/7Z3YltERGY4FhGRG3AsIiI3SPtYtH49cMcdwIABwB57ABMnAu3bA/fcA6xeDbz8Mt47ZGiLoBCg22yXVs5HdW3Asd1JlhOFzMNf5gN19VDYNp3KTc8zVdhYwL7q2gBKK+ejR8Vc08+B2dTGSAXGddJtcaor2WMAjolaVgHgNaXUXgBeC/2fiCiVHgPHIiLKvMfAsYiIMu8xpHMs+u03YPx4YMsW4JZbgG+/Bd56Czj/fKBjRwDGwZYwtwVN4ukwZcZqOlWuY4dAe+wGD+1kWjW2rJNumyNTyZRSb4pI96jFJwA4IvT74wBeB3ClE9sjIjLCsYiI3IBjERG5QdrHom7dgG++AbpHb3KbyELSRtO03FaDJtnaRvk8nYqNBeyxW4vJbGqjU1JZY6iTUmp16PcfAXRK4baIiMxwLCIiN+BYRERukNqxyCIoFBYOtvSomAujBIdAXT2qawM5EUBwqk5RtmJjgdjsBg/Lh/TE+OlLLNdV5PMmvB9OTSWzpJRSgOHnHiJynojUiEjN2rVr07E7RJSnOBYRkRtwLCIiN7Aai4DUj0dWwZFEp5TZqdWSTpxORbHYrcVUVuyPGfg5vt9uCe9HKgNDP4nIbgAQ+neN0Z2UUg8qpUqUUiUdQ3NPiYgcxLGIiNyAYxERuYGtsQhI/XhkVW8okTo8biz07ESdIspt8QQPJw3vY/qZAYAFnyUewE3lVLLZAMYBqAz9+3wKt0VEZIZjERG5AcciInID14xF4eCI2fSYeOvw2K3Vkm6cTkVW4qnF5PRnJpIjgSERmQZdxGxnEfkewHXQg80METkbwHcATnFiW0REZjgWEZEbcCwiIjfIhrGorNhvWog63jo8+VzombJbPMFDJz8zkZzqSjba5KYjnVg/EWVGobcAm4KNhsvdiGMRkXtk2/jhJI5FRPHJ5/EildwwFlXXBpplQgzq1RELPlvbLDOifEhPTJi1rFm2TyJ1ePK90HO+in6P5UPnM6c+M5E42hKRKX974wOp2XIiojCOH0RkF8eL3GRU8+epRStb1AAC4EgdHhZ6zj9urCuVDqmoXZXKGkNElOW+WLMxruVERGEcP4jILo4Xucmo5k+0cA2ghRWDbX+pNcsQMavVAgCllfPzKqMkX6SrrpSbspKi92XKqP6O7AsDQ0REREREROQoo2ldRuKpARTOEAkHAyKzjsLBocgvybHuT9ktHXWl3PQeMtqX8dOXYPKc5bhuWB9mDKWamyKERERE+YjHYqLcE/5cU+6prg1AACgb942nBlC8GSJu7VRGznC6rpTRuYab3kNmWXjrNwWTDlaxxlAM+TpvkYiIyC14LCbKPZGfa8o9VfNW2AoKxVsDKN4MEXYqy21O1pUyO9cwG6My8R6y2mY4WJUoBoZisIoQEhERUerxWEyUe+zUn6HsZfUFNpmCuWaZIE4tp+ziZBFms3MNj4jh/TPxHoq1zWSCVQwMxcAoMxERUWbxWEyUe/j5zW1mX2D9RT4srBiMKaP6AwAumb4EpZXzbWeAxpshwk5lua+s2I+FFYPxTeXQuIqYRzMbkxqUcs17yOj9HCmZYBUDQzEwykz5rHSPDnEtJyIKc3L84LGYKPfY+fzyfCN7WQVkkpkeHG+GSCraelNusgpmuuU9FH4/F/m8LW7zeiSpYBWLT8dQPqRns8rfAKPMlD8+Wf17XMuJiMKcHD94LCbKPUaf62g838heZq3jy4r9KK2cbzhl57IZS3HJ9CUxGwxEdx6zsy8MBFEsVucabnoPhfdj/PQlzZYHG+xU9TLHwFAMZcV+1Hy3DtPeW4UGpeARwUkHuOeNQZRK6zcF41pORBTm5PjBYzFR7on+XBvh+UZ2M/sybTVlB8h8O3B2wMxPVsHMWNL9vrlq1kemyxPdLgNDMVTXBjBzcaBpoGpQCjMXB1DSrQMHCSIiojTgsZgo90R/ril/mLUYj5SJduDhKW7hjJFMBqgoMxLJDMrE+2ZTsDGu5XawxlAM7IRCRESUWTwWE+UediXLX7EK6Ialu0A5jzWUiFx53zBjKAZ2QiEiIsosHouJcg8/v/krespOgYhh5li6GwzwWEOJyMT7RgQwSrYUSXydzBiKgZ1QKJ+19hiPLmbLiYjCnBw/eCwmyj12Pr8838hdkS3GbzulnyvagfNYQ/Gorg2gtHI+zCbDpvJ9M3ZA17iW28HAUAxWrRaJct0pB3aJazkRUZiT4wePxUS5x850Ip5v5Ae3tJTnsYbsCtcVMquVler3zQ1lfXHawK7whFKEPCI4bWBX3FDWN+F1cipZDMlUJyfKdgs+WxvXciKiMCfHDx6LiXJP5Ofa7MsVzzfyhxvagfNYQ3ZZ1Ujzp+l9c0NZ36QCQdEYGLLBDQMVUSZwrjURJcrp8YPHYqLcE/5c96iYazgdg+cblG481pAdZmOTAFhYMTi9O+MQTiUjIlOca01EieL4QUR2cbwgomzihjErXOOoR8VclFbOR3VtIKn1MTBERKYG9eoY13IiojCOH0RkF8cLIsomma5HFVnjSAEI1NVjwqxlSQWHGBgiIlOsMUREieL4QUR2cbwgomyS6YLpRjWO6oMNqJq3IuF1ssYQEZlijSEiShTHDyKyi+MFEWWbTNajSsWYycAQEZnqXOQz7BTCOf9EFAvHDyKyi+MFEZGx6tpAi055qRgzOZWMiEx138l4cDFbTkQUxvGDiOzieEFE1JJZLSGzsTGZumwMDBGRqUVfr49rORFRGMcPIrKL4wURUUtmtYTMxsZk6rIxMEREphqUims5EVEYxw8isovjBRFRS2Y1g8zGxmRqDDEwRESmPCJxLSciCuP4QUR2cbwgImrJrGaQ2djIGkNElBKjB3SJazkRURjHDyKyi+MFEVFL5UN6wuf1NFvm83owekAXw+XlQ3omvC12JSMiUzeU9QUATHtvFRqUgkcEowd0aVpORGSG4wcR2cXxgoiopbJiPwC06EpWVuxHSbcOhssTJcpFc3dLSkpUTU1NpneDiJIkIouVUiWZ3o9EcSwiyg0ci4jIDbJ9LAI4HhHlAquxiFPJiIiIiIiIiIjyFANDRERERERERER5ioEhIiIiIiIiIqI8xcAQEREREREREVGeYmCIiIiIiIiIiChPMTBERERERERERJSnGBgiIiIiIiIiIspTopTK9D40EZG1AL6zcdedAfyc4t1xQjbsZzbsI8D9dFI69rGbUqpjireRMnGMRanmpvcT98Wcm/bHTfsCZH5/OBZlTqb/9k7ic3GnbHouWT0WAZbjUTb9HWLJleeSK88D4HNxmulY5KrAkF0iUqOUKsn0fsSSDfuZDfsIcD+dlA37SJqb/lbcF3Nu2h837Qvgvv2h9Mmlvz2fizvl0nPJZrn0d8iV55IrzwPgc0knTiUjIiIiIiIiIspTDAwREREREREREeWpbA0MPZjpHbApG/YzG/YR4H46KRv2kTQ3/a24L+bctD9u2hfAfftD6ZNLf3s+F3fKpeeSzXLp75ArzyVXngfA55I2WVljiIiIiIiIiIiIkpetGUNERERERERERJSkrAgMichIEVkuIo0iYlrJW0SOEZEVIvKliFSkeR87iMirIvJF6N/2JvdrEJEloZ/Zadw/y9dGRNqIyPTQ7e+JSPd07VvUfsTazzNFZG3Ea3hOBvbxURFZIyIfm9wuInJn6Dl8JCL7u3AfjxCRXyNex2vTvY/UkpvGOjeMaW4bt9w0PrlpHOJ4Q2ZEpEpEPgu9B/8rIkWZ3qdE2R2f3SqT58hOizXmUOaIyGUiokRk50zvSyJE5J+h8WqJiLwiIp0zvU+J4vjrHtky/mZFYAjAxwBGAHjT7A4i4gFwD4BjAfQGMFpEeqdn9wAAFQBeU0rtBeC10P+N1Cul+od+hqdjx2y+NmcDWK+U2hPAFAC3pGPfIsXxN5we8Ro+nNad1B4DcIzF7ccC2Cv0cx6A+9KwT9Eeg/U+AsBbEa/j9WnYJ4rNTWNdRsc0t41bLhyfHoN7xqFY+wJwvMlXrwLYVym1H4DPAUzI8P4kI+b47FYuOEd22mOIPeZQmolIFwBHA1iZ6X1JQpVSaj+lVH8ALwDI5gsZHH9dIJvG36wIDCmlPlVKrYhxtz8D+FIp9bVSaguAZwCckPq9a3ICgMdDvz8OoCyN247FzmsTuf/PAThSRCSN+whk/m9oi1LqTQDrLO5yAoAnlLYIQJGI7JaevdNs7CO5kMvGukyPaW4bt1w1PrlpHOJ4Q2aUUq8opbaG/rsIwO6Z3J9k2Byf3cpV41eyOOa41hQAVwDI2gK2SqnfIv67HbL7uXD8dYesGX+zIjBkkx/Aqoj/fx9ali6dlFKrQ7//CKCTyf3aikiNiCwSkbL07Jqt16bpPqFB5FcAO6Vl7wz2IcTsb3hSKC3yudDVCbfJ9HvRroNEZKmIvCQifTK9M2Rbut5fmR7T3DZuZdv45LZxiOMNnQXgpUzvRJ5y23hAOUZETgAQUEotzfS+JEtEbhSRVQDGIrszhiJx/M2crBl/W2V6B8JE5H8AdjW46Wql1PPp3h8jVvsY+R+llBIRswhzN6VUQET+BGC+iCxTSn3l9L7msDkApimlNovIX6GzBQZneJ+y0YfQ78UNInIcgGroKSeUYm4a6zimOY7jkzGONznMzpgmIlcD2Apgajr3LV5uGp+J3CbGOcNV0NPIXC/W51wpdTWAq0VkAoALAFyX1h2MA8dfcpJrAkNKqb8kuYoAgMirs7uHljnGah9F5CcR2U0ptTqUrr/GZB2B0L9fi8jrAIoBpPpLlJ3XJnyf70WkFYB2AH5J8X5Fi7mfSqnIfXoYwK1p2K94pfy9mKzIVFml1Isicq+I7KyU+jmT+5UP3DTWuXxMc9u4lW3jk2vGIY43uS3WmCYiZwI4HsCRSilXT8twYHx2K9eMB5S9zD4fItIXQA8AS0OzuXcH8KGI/Fkp9WMad9GWOD7nUwG8CBcHhjj+ZoWsGX9zaSrZBwD2EpEeItIawKkA0tb1K7StcaHfxwFoEdkUkfYi0ib0+84ASgF8koZ9s/PaRO7/yQDmZ2AAibmfUTUyhgP4NI37Z9dsAGeINhDArxFTclxBRHYN12IRkT9DjwXpDgRSYtI11mV6THPbuJVt45NrxiGON/lLRI6BrjkyXCm1KdP7k8cyfY5MOUwptUwptYtSqrtSqjv0VJn93RgUikVEIrNZTwDwWab2JVkcf10je8ZfpZTrfwCcCD3IbAbwE4B5oeWdAbwYcb/joKuufwWddpbOfdwJunPPFwD+B6BDaHkJgIdDvx8MYBmApaF/z07j/rV4bQBcDz1YAEBbAM8C+BLA+wD+lKG/daz9vBnA8tBruABArwzs4zQAqwEEQ+/LswH8DcDfQrcLdPX5r0J/5xIX7uMFEa/jIgAHZ+LvzZ8WfzfXjHVuGNPcNm65aXxy0zjE8YY/Fu+NL6FrKywJ/dyf6X1K4rkYjs/Z8pOO40Yan0uLMSfT+8SfZn+fbwHsnOn9SHDfZ0J3wPoIenq4P9P7lMRz4fjrkp9sGX8ltLNERERERERERJRncmkqGRERERERERERxYGBISIiIiIiIiKiPMXAEBERERERERFRnmJgiIiIiIiIiIgoTzEwRERERERERESUpxgYIiIiIiIiIiLKUwwMERERERERERHlKQaGiIiIiIiIiIjyFANDRERERERERER5ioEhIiIiIiIiIqI8xcBQHhCRniKyRER+F5GLMr0/donIESLyfab3g4iIiIiIiChXMTCUH64AsEAptYNS6s5EVyIir4vIOQ7ulyNEZJKIPBXH/RlwIiIiIiIiIgIDQ/miG4Dlmd4JEWmV6X0gIiIiIiIiom0YGMpxIjIfwCAAd4vIhtC0sn+JyEoR+UlE7hcRX+i+7UXkBRFZKyLrQ7/vHrrtRgCHRqznbhHpLiIqMuATmVUkImeKyEIRmSIivwCYJCJtzLZv47lcKSKB0JS4FSJypIgcA+AqAKNC+7U0dN//E5FPQ/f9WkT+Glq+HYCXAHQO3X+DiHR26OUmIiIiIiIiyioMDOU4pdRgAG8BuEAptT2AvwHYG0B/AHsC8AO4NnT3AgD/gc4w6gqgHsDdofVcHbkepdQFNndhAICvAXQCcCOASovtQ0TqROSQ6JWISE8AFwA4UCm1A4AhAL5VSr0M4CYA00P71S/0kDUAjgewI4D/AzBFRPZXSm0EcCyAH0L3314p9YPN50JERERERESUUzi1J4+IiAA4D8B+Sql1oWU3AXgawASl1C8AZkbc/0YAC5Lc7A9KqbtC62uw2j4AKKWKTNbTAKANgN4islYp9a3VRpVScyP++4aIvAKd8fRh4k+FiIiIiIiIKLcwMJRfOgIoBLBYx4gAAALAAwAiUghgCoBjALQP3b6DiHiUUg0JbnOV3e1bUUp9KSLjAUwC0EdE5gG41CzbR0SOBXAddHZSQWi7yxJ7CkRERERERES5iVPJ8svP0NPD+iilikI/7UJTzADgMgA9AQxQSu0I4LDQ8nAUR0Wtb2Po38KIZbtG3SfyMbG2b0kp9bRS6hDoqW4KwC1G+yUibaAzn/4FoFMoC+lFi+dBRERERERElJcYGMojSqlGAA9B19vZBQBExC8iQ0J32QE6cFMnIh2gM24i/QTgTxHrWwsgAOA0EfGIyFkA9khi+6ZCRbMHh4I+f4T2szFiv7qLSPj93Bp62tlaAFtD2UNHRz2PnUSkXaztEhEREREREeUyBobyz5UAvgSwSER+A/A/6CwhALgdgA86s2cRgJejHnsHgJNDHcvuDC07F0A5gF8A9AHwThLbR6hL2KEGj2sDXbj6ZwA/AtgFobpEAJ4N/fuLiHyolPodwEUAZgBYD2AMgNnhFSmlPgMwDcDXoWLX7EpGREREREREeUmU4qwaIiIiIiIiIqJ8xIwhIiIiIiIiIqI8xcAQEREREREREVGeYmCIiIiIiIiIiChPMTBERERERERERJSnGBgiIiIiIiIiIspTDAxlMRFpIyKPishvIvKjiFxqcd8zRaQh1A4+/HOEwf0OFxElIjeYrOe10O2tIpb9U0SWichWEZkUdf9BodvqROQXEfmviPgjbveLyPMisk5EvheRv0U9frCIfBh6jl+LyHlRt18oIt+Ebq8RkUMibisXkY9F5PfQfcojbusa9VpsCD2vywye86Oh2/aMWBb92AYRuSt029io2zaFHn9AxGuyQER+FZFvDbbXPXT7JhH5TET+EnFbGxGZIiI/iMh6EblXRLxGfysiIiIiIiKiWBgYconIQEscJgHYC0A3AIMAXCEix1jc/12l1PYRP69H7YMXwB0A3jPZx7EAjIIQXwK4AsBcg9s+ATBEKVUEoDOALwDcF3H7UwC+AdAJwFAAN4nIoIj9+S+ABwC0AzAKwL9FpF/o9gEAKgGcHLr9EQD/FRFPeJcBnAGgPYBjAFwgIqcCgFJqZeRrAaAvgEYAM6Oe8yEA9oh+UlGP3RVAPYBnQ7dNjbr9fABfA/gw9PCNAB4FUB693pBpAGoB7ATgagDPiUjH0G0VAEoA7AtgbwD7A5hosh4iIiIiIiIiSwwM2STaFBFZE8pOWSYi+4Zu84nIbSLyXSgL5G0R8YVuGy4iy0MZM6+LyD4R6/xWRK4UkY8AbBSRViIyUETeCd1/qVFWT4RxAP6plFqvlPoUwEMAzkziaV4G4BUAnxk8/3YAroMOADWjlHpcKfUSgN8NbvtJKfVDxKIGAHuG1rk9gCMA3KiUCiqllgJ4DsBZoft2ALAjgCeV9gGATwH0Dt3eHcBypdRipZQC8ASAnQHsEtr2rUqpD5VSW5VSKwA8D6DU5LmfAeBNpdS3Ec+5FYC7AFxo8piwkwCsAfCWye3jADwR2kcopd5XSj0JHSxqRkTCwZ7rlFL1SqmZAJaFtgEAwwDcqZRap5RaC+BObHu9iIiIiIiIiOLCwJB9RwM4DDpLox2AUwD8ErrtXwAOAHAwdDDjCgCNoS/50wCMB9ARwIsA5ohI64j1jobOlCmCzpqZC+CG0HouBzAznC0iIhUi8kLo9/YAdgOwNGJdSwH0sXgOxSLys4h8LiLXSPPpYN2gAwzXmzz2JuhMnx8t1m8oNG2rDjqr5nIAt4Zvivo3/Pu+gA4qQb9+/yciHhE5CDo76u3QfV8C4BGRAaEsobMALDHaRxERAIcCWG5y2xkAHo+66RLoYNFHMZ5is8BP1Lq7Qb9vnoixjrA+AL5WSkUG2aL/rtGv1+6hwB0RERERERFRXBgYsi8IYAcAvQCIUupTpdRqESmADkhcrJQKKKUalFLvKKU2Q099mquUelUpFYQOIPmgA0hhdyqlViml6gGcBuBFpdSLSqlGpdSrAGoAHAcASqlKpdTxocdtH/r314h1/RraRyNvQgdcdoHOPhmN5lOZ7gRwjVJqQ/QDRaQEOtPmrpivkoHQtK0i6GyeiQhlJIWCHwsBXCMibUVk/9C+FUY8fBqAawFshs7IuVoptSp02+/QU7/eDt1+HYDzjAI00NPuCgD8x+C2Q6CDcs+FF4hIFwB/DW3bVCjwczhaBpXCzgDwllLqG6v1RNgezf+mQPO/68sALhaRjiKyK4CLQssLQURERERERBQnBoZsUkrNB3A3gHsArBGRB0VkR+hgR1sAXxk8rDOA7yLW0QhgFQB/xH1WRfzeDcDI0DSyulCWzSHQmUHRwgGcHSOW7QiD6VyhbX+tlPomFHBaBp0ZdDIAiMgwADsopaZHPy4U+LoXOvC11Wjddiml1kEHUJ6PyFYaC6AH9OtwH3TNoe9D2+4F4Bno4Epr6KyZK0RkaOixZwP4v9Dy1tCBtRdEpHPUc7ggtI6hoYBdtHEAZkYFxW4HcL1SKjpIE+10AG9bBH6MMpGsbEDzvynQ/O96I3T9oSUA3gFQDR20/CmObRAREREREREBYGAoLkqpO5VSB0DXuNkbOuPmZwB/wKBAMYAfoIM9AJqmLHUBEIhcbcTvq6Dr6RRF/GynlKo02Jf1AFYD6BexuB8MpkqZPR1sm5J0JIAS0Z3NfoTOdBovIs9DByVKAEwP3fZB6DHfi8ihNrcVqRV01tKOoefxnVLqeKVUR6XUAOhA2/uh++4L4HOl1LxQQGsF9FS7Y0O39wfwglLq89DtL0O/Jk0ZWSJyFnTB5iOVUt9H70yoFtRItAzeHAmgKuI1AYB3RWRM1P1MAz8iUgodHHzO6HYTywH8SUQiM7+a/q6hukMXKKX8Sqk/QU9nXBwKOhIRERERERHFhYEhm0TkwFAtGy90V6k/ADSGvpA/Ct0tq3O4Fo6ItAEwA8BQETky9LjLoKc8vWOymacADBORIaH1tBWRI0Rkd5P7PwFgooi0D2XXnAvgMZP9P1ZEOoV+7wXgGuhizAj9vjd0oKU/gNnQhaz/D3oaU+eI244LPeYAhLqXiYhXRNpCv59ahfbbE7pthIj0FJGCUK2kfwOoDWUPQUT2EZEdRKS1iJwGXcvp36Ft1ALYS3TLehGRPQAcDyBc8+eD0Ov7p9DtR4Wex8ehdY+Fro10lFKqRaHnkBMBrAewIGr53tABmfDzBnTh5/9GvKYHQ2d/PWuy7nAmUrMsrtBr0Ra6w5uEXq/WAKCU+hw6G+i60PITAeyHULc0EfGH3mciIgOh/3bXmWyfiIiIiIiIyBIDQ/btCB0sWQ89PewXAFWh2y6H7hz1AYB1AG4BUBDKcDkNujbPz9CBhWFKqS1GGwjVzjkBwFUA1kJnEJUj9HcSkatE5KWIh1wHPYXtOwBvAKgKZc2ECz5vEJGuofseCeAjEdkIXQR7FnTQBEqp35VSP4Z/oItEbwx1vlJRt60Nre+niOfxUOgxo6Hbq9dDT7ECdODkZeipUMugW8KfGPEchkB351oP4G8Ajgl124JS6ivo+k13Avgt9BxnAng49NgnoKeavR66/U4Af1VKhbuq3QDd8v2D0GuxQUTuj3rZxyHU9Szqb7Em6nkDwM+hWlCRj50VHfgBgFDg5xQYZxMdFnqNXgTQNfT7KxG3nwqdpbUeQCWAk8OvCXRm2jvQwcnHAVQopSIfS0RERERERGSbGNfpJSIiIiIiIiKiXMeMISIiIiIiIiKiPMXAEBERERERERFRnmJgiIiIiIiIiIgoTzEwRERERERERESUpxgYIiIiIiIiIiLKU60yvQORdt55Z9W9e/dM7wYRJWnx4sU/K6U6Zno/iIiIiIiIyJqrAkPdu3dHTU1NpneDiJIkIt9leh+IiIiIiIgoNk4lIyIiIiIiIiLKUwwMERERERERERHlKQaGiIiIiIiIiIjyFANDRERERERERER5ioEhIiIiIiIiIqI8xcAQEREREREREVGeYmCIiIiIiIiIiChPtXJiJSLyLYDfATQA2KqUKhGRDgCmA+gO4FsApyil1juxPSIiIiIiIiIiSp4jgaGQQUqpnyP+XwHgNaVUpYhUhP5/ZbIbqa4NYNLs5airDwIA2hd6cd2wPigr9qO6NoCrZn2ETcFGw8d6RDB6QBeUdOvQbB2F3gK08XpQtymIzkU+lA/pibJiv619qZq3Aj/U1Zs+Lvo+g3p1xILP1lo+hoiIiIiIiIgoHUQplfxKdMZQSWRgSERWADhCKbVaRHYD8LpSqqfVekpKSlRNTY3p7dW1AZQ/uxTBxub77PUIRh3YBU+/txKNyT8d+Lwe3Dyir2XApro2gAmzlqE+2GD6OKP7JLItomwjIouVUiWZ3g8iIiIiIiKy5lSNIQXgFRFZLCLnhZZ1UkqtDv3+I4BOyW6kat6KFkEhAAg2KEx7b5UjQSEAqA82oGreipj7Eh3wiX6c0X0S2RYRERERERERUSo4NZXsEKVUQER2AfCqiHwWeaNSSomIYdgmFEg6DwC6du1quZEf6upNb2twIPPJ7rasbo9cHmsd8d6PiIiIiIiIiMhJjmQMKaUCoX/XAPgvgD8D+Ck0hQyhf9eYPPZBpVSJUqqkY8eOltvpXOQzvc0jktjOJ7Atq9sjl8daR7z3IyIiIiIiIiJyUtKBIRHZTkR2CP8O4GgAHwOYDWBc6G7jADyf7LbKh/SEt6BlAMjr0UWlDW5KiM/rQfkQy3JIKB/SEz6vx/JxRvdJZFtERERERERERKngxFSyTgD+KzpjpxWAp5VSL4vIBwBmiMjZAL4DcEqyGwoXaDbrSlbSrYNjXckAoLRyvmn3sPDvVl3JjO7DrmRERERERERE5BaOdCVzSqyuZOlip+MYEZljVzIiIiIiIqLs4FTxaVerrg1YZvZEs+o4xsAQEREREREREeUKp9rVu1Y4+ydQVw8FIFBXj0umL8HE6mWmj7HTcYyIiIiIiIiIKNvlfGDIKPtHAZi6aCWqawOGj7HTcYyIiIiIiIiIKNvlfGDILMtHQQeNjNjpOEZERERERERElO1yPjBkleVjFjQqK/bj5hF94S/yQQD4i3wsPE1EREREREREOSfni0+XD+mJS6YvgVHvNaugUVmxn4EgIiIiIiIiIsppOZ8xVFbsx9iBXSFRyzk1jIiIiIiIiIjyXc4HhgDghrK+mDKqP6eGERERERERERFFyPmpZGGcGkZERERERERE1FzeBIaqawOomrcCP9TVo3ORD+VDejJQRERERERERER5LS8CQ9W1AUyYtQz1wQYAQKCuHhNmLQMABoeIiIiIiIiIKG/lRY2hqnkrmoJCYfXBBlTNW5GhPSIiIiIiIiIiyrycyxgymjL2Q1294X3NlhMRERERERER5YOcCgyZTRlr5/Oirj7Y4v6di3zp3kUiIiIiIiIiItfIqalkZlPGRACf19Nsuc/rQfmQnuncPSIiIiIiIiIiV8mpwJDZ1LD1m4Jo6932VIt8Xtw8oi8LTxMRERERERFRXsupwJDZ1DCBDg6Fbd7amKY9IiIiIiIiIiJyr5wKDJUP6dliypgAUFH3Y0cyIiIiIiIiIqIcCwyVFftx84i+8Bf5IAD8Rb4WQaGwQF09qmsD6dw9IiIiIiIiIiJXyamuZIAODkXWDiqtnI+ASe2hCbOWNT2GiIiIiIiIiCjf5FTGkBGj6WVhnFJGRERERERERPks5zKGooWzgcZPX2J4u1knMyIiIiIiIiKiXJeTgaHq2gCq5q3AD3X16FzkQ/mQnvAX+QynlJl1MiMiIiIiIiIiynU5Fxiqrg1gwqxlqA82ANBFpsdPXwKftwBejyDYsK0ctc/rQfmQnpnaVSIiIiIiIiKijMq5GkNV81Y0BYUi1QcbAQW0L/Q2dSy7eURfFp4mIiIiIiIioryVcxlDVjWDgo0Kha1bofbao9O4R0RERERERERE7pRzGUPtfF7L21lsmoiIiIiIiIhIy7mMIRHr250qNm1U4JrT0oiIiIiIiIgom+RcYKhuU9D0Nm+BOFJs2qjA9YRZywCAwSEiIiIiIiIiyho5N5XMMiMoRjaRXUYFruuDDaiat8KZDRARERERERERpUHOBYbKh/SEz+sxvC3YoBwJ3pjVKWL9IiIiIiIiIiLKJjkXGCor9uOkA8ynczkRvDHLSnKqfhERERERERERUTrkXGCoujaAmYsDprc7EbwxykryeT2O1C8iIiIiIiIiIkqXnCs+bVT/J8yp4E24wDS7khERERERERFRNsuJwFBk63hlcb+bR/R1LHhTVuxnIIiIiIiIiIiIslrWB4aiW8eb8Rf5GMghIiIiIiIiIoqQ9YEhq6ljYUZTyCKzjDgVjIiIiIiIiIjyUdYHhqy6jAlgGPSJzjIK1NVjwqxlAMDgEBERERERERHljawPDHUu8iFgEBzyF/mwsGKw4WOMsozqgw2omreCgSEiIiIiIiIiyhtZ364+kdbxZllGVtlHRERERERERES5JusDQ2XFftw8oi/8RT4IdKZQrO5jnYt8cS0nIiIiIiIiIspFjk0lExEPgBoAAaXU8SLSA8AzAHYCsBjA6UqpLU5tL1K8rePLh/Rs0cksVpYREREREREREVGucTJj6GIAn0b8/xYAU5RSewJYD+BsB7eVlESyjIiIiIiIiIiIco0jGUMisjuAoQBuBHCpiAiAwQDGhO7yOIBJAO5zYntOiDfLyAzb3hMRERERERFRtnJqKtntAK4AsEPo/zsBqFNKbQ39/3sAORctYdt7IiIiIiIiIspmSU8lE5HjAaxRSi1O8PHniUiNiNSsXbs22d1JK6u290REREREREREbudEjaFSAMNF5FvoYtODAdwBoEhEwhlJuwMIGD1YKfWgUqpEKVXSsWNHB3Ynfdj2noiIiIiIiIiyWdKBIaXUBKXU7kqp7gBOBTBfKTUWwAIAJ4fuNg7A88luy23Y9p6IiIiIiIiIspmTXcmiXQldiPpL6JpDj6RwWxlRPqQnfF5Ps2Vse09ERERERERE2cKp4tMAAKXU6wBeD/3+NYA/O7n+ZDndQSz8WHYlIyIiIiIiIqJs5GhgyM1S1UHMqbb3RERERERERETplsqpZK7CDmJERERERERERM3lTWCIHcSIiIiIiIiIiJrLm8CQWaewAhH0qJiL0sr5qK4NpHmviIiIiIiIiIgyJydrDBkVmS4f0rNZjaGwBqUAOFdziIiIiIiIiIgoW+RcxlC4yHSgrh4KzQM+N4/oC3+RDwLAI9Lisaw5RERERERERET5JOcCQ2ZFpi+bsRQAsLBiML6pHIrGUKZQtABrDhERERERERFRnsi5wJBZMekGpTBh1rKmOkJmNYcAYGL1spTsGxERERERERGRm+RcYMgq4BM5Vax8SE+0nEymTV20koWoiYiIiIiIiCjn5VxgqHxIT/i8HtPbwxlFZcV+GE8mAxTAWkNERERERERElPNyqitZuBtZdI2hSJEZRf4in2lNIbMpaXa2H9kNjR3OiIiIiIiIiMitciZjKLIbmRmf14PyIT2b/m81nayo0Jvw9iO7oUVOSauuDaC0cj56VMxFaeV8TlcjIiIiIiIioozKmYwhs0whjwgalTLM4Ckr9qPmu3V4atHKFo/b8MdWVNcGWmT8GGUFAcBlM5aiIarTWbimUVmxvylwFN7HcOAovB9EREREREREROmWM4Ehs6lfjUrhm8qhpo+7oawvXli6GnX1wWbLg42qKagTZhTcKX9uKaDQIigUvV9GgavIwBERERERERERUbrlzFQys25kVl3Kwn6NCgqFRQebjII7wQaFYKNZGett2zcLXCVSy4iIiIiIiIiIyAk5Exgy6kYWXVMoUnVtAMXXv4LuFXNNu5NFB5XiDeJEbj+ZwBURERERERERUSrkTGCorNiPm0f0hb/IB4HuOHbziL6G07SqawMof24p1m8yzhQCWgaVqmsDKBCzUtUteUSabT/ewBURERERERERUarlTI0hQAeH7NTrqZq3AsEG8+lf/qhC1eHaQkZ1hLweARSaTSfzeT0tglLh39nOnoiIiIiIiIjcImsDQ0bdwewGWaxa2gN6yljVvBUAdEDHquNZ1cn9ANgL+NgNXBERERERERERpUNWBoYSaf0eDiTFCgoBgIpap1XHs/D2GPAhIiIiIiIiomyTlTWGrFq/GwkHkuwEhYzWWVToNbzdbDkRERERERERUTbIysBQvK3fzaaC2d2WQWkhADBdTkRERERERESUDbIyMBRv6/d428xHr/PXeuPuZWbLiYiIiIiIiIiyQVYGhuJt/W4WMIq0XWsPvAXN29GH1xlvIMpKdW0ApZXz0aNiLkor56O6NhD3OoiIiIiIiIiInJCVgaGyYj9uHtEX/iIfBLq9fHR7+EhGgaRwCMhf5MPto/pj+fXHoGpkP8N1xhuIMhNZ6yiywDWDQ0RERERERESUCVnZlQwwb/1u1cY+Vkt5q3bybb0FTXWKinxeTBreJ+5OZFZFs9nVjIiIiIiIiIjSLWsDQ0bstLEPB4fCHcysAjITq5dh6qKViK4xvXlrY0L7F2/RbCIiIiIiIiKiVMqpwFCsNvblzy5FsFGHeQJ19bh0+hJMnrMcdZuCLbKIJlYvw1OLVhpuxyzLxypbCdA1iQIGQaBEahURERERERERESUrK2sMmbHKyJk0e3lTUCisEcD6TUHDej/T3lsV17bs1A9yqlYREREREREREZETsjMw9PnnwL33Aqp5oMeqe1idjdby9cEGXDZjKXpUzEWDip5A1nKdkWJlKwHxF80mIiIiIiIiIkql7JxKdv/9wJQpwLvvAg88ABQWAtAZOZE1hgDdfcxo+paZWAEhwDjLx279IKsC10RERERERERE6ZSdgaF//Qvo0AG49lrgo4+AmTOBPfdsVmA6UFcPAVoUjk7Wdq09uPHE5lk+1bUBFIgYBpVYP4iIiIiIiIiI3Co7p5IVFAATJwIvvgh8/z1QUgK88EKLuzkZFBIBCr0F2LRFTw8L1w4K1xYyCgqxfhARERERERERuVl2ZgyFHXMMUFMDnHQSMGwYPjv3Ylzd8ShsbIj90GgFAjRaRJLatvJgU2iKWriwNGBcWwgAPCKsH0RERERERERErpadGUORevQAFi4E/u//0OuhO3DvtGtRVP+b5UOKfF60L/Q2FYC+fVR/jBnQ1fIxZoWlzWoLNSrFoBARERERERERuVr2B4YAwOcDHnkEVw25AANXfoQXHhuPPj9+aXr3uvogNvyxFUWFXvxQV4/Jc5Zj+vvW7emN/FBXb9kJjYiIiIiIiIjIzXIjMAQAInjjiBNxyphbIEph1lPlGPnRq6Z3DzYqrN8UhAKwflMQQat5ZCY6F/lQPqQnfF5Ps+WsLURERERERERE2SB3AkPQ7eo/79Ybw868HR/s3htVL92Bm16+G623Bh3fVjj4U1bsx80j+sJf5GuamuZEbaHq2gBKK+ejR8VclFbObyp2TURERERERETkFFEG3bQypaSkRNXU1CS1juraAKrmrcBP6zbguven4fQ3nsGS3fbC+WUT8MOOu8S1Lo9JC3qPCG47pV/KagiFO51F1jXyeT0sZk1ZQ0QWK6VKMr0fREREREREZC3nAkPRJpx+Pa6aUYktHi8uHH4F3une39bjfF4PTjrAj5mLA2kP0JRWzkfAoKi1v8iHhRWDk1p3OHAWro8UznoichIDQ0RERERERNkhp6aSGRlw6dk45ew78UthEZ6ccS3+vuhZwEYw7OYRfXFDWd+UTBOLxazTmdlyu8KZSIG6eigAgbp6TJi1jNPUiIiIiIiIiPJUq2RXICJtAbwJoE1ofc8ppa4TkR4AngGwE4DFAE5XSm1JdnvxKiv2A+cei/M77Ybxz9yCK994HP1Wf47Lj7sEG9oUGj7GX+RrCv6UFfsTCgQlk5nTuchnmDGUbKezqnkrmmU/AUB9sAFV81Ywa4iIiIiIiIgoDyUdGAKwGcBgpdQGEfECeFtEXgJwKYApSqlnROR+AGcDuM+B7cUtHNwpbd0Wtf97BhMWPIrnn7gEfyu7Cl907NbsvrE6ikUHfAb16ogFn61tFgAC0KxGUDgzJ7wvsZQP6WlYYyjZTmepykQiIiIiIiIiouyU9FQypW0I/dcb+lEABgN4LrT8cQBlyW4rWeXH9MITA07E2FNvxI5/bET1k5fh+E/fbHYfq6li1bUBlD+3tNlUrKcWrWwxNWvS7OWmmTl2RHc6K/J50dZbgEumL0mqQ5lZxlGymUhERERERERElJ0cqTEkIh4RWQJgDYBXAXwFoE4ptTV0l+8BpH2uUnTLdwBo3aoA73Xti+PPvB2f7tIDd8++FRNfewitGrY2m0JmZPKc5Qg2WNcnqg82oK4+aHhbPJk5ZcV+LKwYjCmj+mPz1kas3xS0rAtkp719+ZCe8Hk9zZY5kYlERERERERERNnJkcCQUqpBKdUfwO4A/gygl93Hish5IlIjIjVr1651YncAmBda3rhFZ/L8tMPOGD36JvzngGE4p+Z5TJ0+EW1/XmMZWFm/yTjgY1cimTlWdYHC7BaVjs5ESlcxbSIiIiIiIiJyJydqDDVRStWJyAIABwEoEpFWoayh3QEYzn9SSj0I4EFAt6t3al/MAiqRgh4vJv/lr1iy296ofPluPP3AP3D+CRVYjN5x1QSK1r7Qiz+CjY7UCLJTFyieotKJFtMmIiIiIiIiotyTdMaQiHQUkaLQ7z4ARwH4FMACACeH7jYOwPPJbise8Uzber7PIJx4+r9Q36oNnpk2AeMWz0H9lq0tagIV+bwx1yXQmUVtvQUo8nmTzsyxUxeIRaWJiIiIiIiIKBFOTCXbDcACEfkIwAcAXlVKvQDgSgCXisiX0C3rH3FgW7bFO23rs116YPi4KXijx/6Y/L8HMOWF27Bu7fpm95k0vI/lCybQVbcBHRzavLURU0b1x8KKwQln6dipC8Si0kRERERERESUCFHKsdlbSSspKVE1NTWOrCtcdydyilVk4MaMqEb8490ZuPStqVjRsTtemnwXZv7qa2pHv37jZmwKNrZ4nEcEDQavpb/Ih4UVg1vsW2TL+/IhPS0DR7Hub/RcfV4P6wdRxojIYqVUSab3g4iIiIiIiKzldGBo8pzlTQWji3xe025hRg77ejHumPMveFQjLjn+Ury254CE98VftC2wNKhXR8xcHHA8iBNvsIkolRgYIiIiIiIiyg45GRgyy6Bp06ogruDQ7r/+hPv+exP6/vQV7jxoFG4/ZAwaCzyxHxghOkvJLGvJKLOIKFsxMERERERERJQdHGlX7zZmXbpE0KJej5Xv23XCyadVYXrfo3DRu9Pxn+cmo6j+N9uPNwoCmYXhWCiaiIiIiIiIiNItJwNDZkGWuk1B3DyiL/yhosxiY12bW7XGlcdehAlDLsDAlR9hzuOXoM+PX8Z8nL/IF7OeUSS7haKrawMorZyPHhVzUVo5H9W1gTi2QkRERERERES0TU4Ghqy6dJUV+5s6fdkO3IhgWv9jcMqYW1DQ2IhZT5Vj5Eevmt8dwMKKwU0BqFiiu4yZCU+RC9TVQwEI1NVjwqxlDA4RERERERERUUJyMjAUq8W70VQzM6cN7Ir2hV4AwNLOPTHszNvxwe69UfXSHbjp5bvRemvLmkXhwJTRfhhp67X3ZzCbIlc1b4Wtx2cSM52IiIiIiIiI3CcnA0Nlxf6mKWMCPa0rsuuX3Xo+/iIfbijri9prj8bto/rDX+TDusJ2GHfK9bhn4EiMWfoyZjx9BTr/tqbpMZEBqMj9sLJ+U9BW5o/Zfru9PhEznYiIiIiIiIjcKSe7ksVSWjkfgRjBFAEwdmBX3FDW1/SxR3/+Lm6b+28EPV5cOPwKfNL7QFw3rI9hm/j+k1+J2REtVmcys/12Y0ez6toAquatwA919SgQQYPB+8yN+03OYFcyIiIiIiKi7JCTGUOxGE3x8hQ0L0WtAMxcHGiR1RKZnfPK3gdh+Ljb8XNhEZ6YcS1Oe/0ZwCTQ9muMoFD0uu3ut936ROkUnSFkFBQC3J/pRERERERERJTrWmV6BzIhnNEzec5yrN+kAzaNjS2DF/XBBoyfvgST5yyHUjq4E5398k0HP8rOuA23vHQnLlvwH7xx+ufAO3OBdu2aratzkS9mllKszmTh/Q5n4nQu8qF8SE/DDKVMslvDyW4nNiIiIiIiIiJKjbwMDIX9EWxs+t1qQl04eAQYZ79sau3DhcOvwJLOPTFhwaPAn/+M1268D9d+iaYAzqBeHTFzccA0YOL1iK3Mn7Jiv+1AUOR0rnQGkexkArkx04mIiIiIiIgo3+TlVDIgvs5ktojgkQPLMHb0Tfh9zS8YOGYoit+d11RseebiAE46wA+PiOHDt2vdytGgTSYLPptlAnlEDIuBExEREREREVFm5G1gKFX1bd7rsi+OHjsFn+7SA3fPvhUTX3sIrRq2oj7YgAWfrUVjEjWI4pHJ1vZmtZBuO6UfvqkcioUVgxkUIiIiIiIiInKBvA0MWWW1JGv19h0wevRN+M8Bw3BOzfOY+szV6LhhfdOUrnj2J1GZbG1fVuzHzSP6wl/kY4YQERERERERkYvlbWDIKqvl9lH9W9wWD48Igh4vJv/lr7j4+Muw349f4oXHL8aQuq/S1lksXQEoM2XFfiysGMwMISIiIiIiIiIXy9vAkFVWS/RtBSZJRO0LvYZBntEDujQtf77PIJx4+r/wh7cN7n3kMpS9PQs3n7hvyrNpsqW1PRERERERERFljiiTmjeZUFJSompqajK9Gy26eQ3q1RHT31+FYERLe2+BoGpkPwDG7eOj13HVwbti6L8qgDlzgLFjgQceALbbLq3Pw42t7Sk3ichipVRJpveDiIiIiIiIrDEwFBIOogTq6iGwbl8f1r7Qi+uG9QFgHBxqsY3Fq/Dd5RNx4etPYkXHbvjbiVdh7S6746YR+zFgQzmFgSEiIiIiIqLskPOBITtZM+HW7om0r/d6BFBolk3k83paTA+rrg3g0hlL0KiAQ7/5EHfOroJHNeKS4y/Fgr0G4N+n9GdwiHIGA0NERERERETZIadrDIUDPoG6eigAgbp6TJi1DNW1gWb3mzR7eUJBIQAINqhmQSHAuC181bwVCN/trR77Y9iZt+Pb9rvhkZn/xPg3nkT5Mx+22C8iIiIiIiIiolRqlekdSKWqeStaBHzCQZtwdk51bQB19UHHtx3dFj76/9+364SRY2/F9a/ch4venY7+qz/HlVsrUPPdPljw2dqE6wJZZUix5hARERERERERRcrpwFB0MMZoeXRmj1OKCr1Nv1fXBlAggoaoaXubW7XGlcdehCWde2LS/+7Hsw9fiL//chUCu+4JYFuGU81362wFi6KnxIUfH2Z2G4NDRERERERERPkpp6eSdS7yxVweMAkeJSscAwoHa6KDQk1EMK3/MRg59laIUnjuqXKM/OiVppvrgw2YumhlzOlwgHWGlNVtRERERERERJSfcjowVD6kJ3xeT7NlPq8H5UN6AtBBG0nRtuvqgyitnI/x05fYql/00W57Y9iZt+OD3Xuj6qU7cdPLd6H1Vj3FLTqkVB9swPjpS1BaOb9ZgMgqQ8pO9hQRERERERER5ZecDgyVFftx84i+8Bf5IAD8Rb5m3cKq5q2w1ZY+EYL4s5HWFbbDGadcj3sGjsSYpfMw4+kr0Pm3Nab3j84essqQspM9Rc6prg2gtHI+elTMbRHAIyIiIiIiInKLnG9Xb6a6NoDx05ekZVt2+It8zQJJR3/+Lv41dwq2elrhwuFXYGH3/paPXVgxuEWNIUBnSN08oi8AmN7GGkPOsvo75MtrzXb1RERERERE2SGnM4bMhL+4u037iILVr+x9EE4YNwVrtyvCEzOuxd8XPbutcFGU8HSwsmI/TjrAD4/oCXIeEZx0wLbsqPpgQ9Nt0dlTTmGmjHWtJyIiIiIiIiI3yemuZGaMvrhnmtG0s286+HHi6bfhlpfuxJVvPI7+P6zA5UMvwe9ttmt2v/B0sInVyzB10cqm6XENSmH6+6sw/YNVCDaopmUAsHHz1oT31aztvVVXtHzJlAHsdcMjIiIiIiIicoO8zBhKVSeyVNjU2ocLh1+BuWeV46ivP8CcJy7F3mu/bbpdAAzq1RHVtYFmQaGwYKNqCgpFqqsPmnY3sxIO/hh1SWOmjMZ6TkRERERERJQt8i4wlMpOZCkjgn90PBynjroR223eiOonL8Pxn74JQHcse2rRSlw6Y0nchbQTCdpYBX+YKaPF6oZHRERERERE5BZ5FxhKZSeyVHu/y74YOu4OLN9lD9w9+1Zc89pDaNWgp4Q1JvikIoM2duoDmQV5AnX1KBDjkFu+ZcrE6oZHRERERERE5BZ5V2Mo27NX1uywE8aMvhFXLXgUZ9c8j31//BIXnFCBtdu3N32M1yOG08mAbUEbu/WBOkd1T4vUYFAcO18zZcqK/QwEERERERERkevlXcZQLmSvBD1eTP7LX3HRsMvR96cv8cLjF+OA7z9pcT8BcNrArhh1YBcYJfNEBm3s1gcymiYVzSPCTBkiIiIiIiKiLJB3gSE7gY1sMbv3ETjx9NuwydsGz0ybgDNrZje1tPcX+TB2YFfM/Wg1nlq0skWn+/aF3mZBG7v1gSKnSZlpVArfVA7FworBDAoRERERERERuVjeTSULByqq5q3Iqu5kZlZ07I4TzpiC2+ZOwaTXHkT/1SswYciFGNSrK2YuDrTIAgorbN2q6bWorg2gQMRwKlhkhlV0m/oinxd19UHLx8QrehvlQ3oyuERERERERESUIqIMggGZUlJSompqatK2vei6OtlMVCPOf/dZXPbWU1jRsRv+XjYB33awDqj4i3wY1KujaQDJ5/U0ZRUZvVYF0rLodeRj4mW0jWTWR5kjIouVUiWZ3g8iIiIiIiKylndTySKFp0Ulw+sx7sSVbkoKcM/BozDulMnY9fdfMPuJS3Hkl+9ZPiZQV4+pi1YaBoU8Is0CMkY1iKKDQgLgpAMSL7pst84RERERERERETkjrwNDgA4OWdXLsdK+0Iuqk/s5vEfJeavH/hh25u34tv1ueGTmP3HZm0+ioNE8I8osX6xRqWYBHjvd3BSABZ+tjXOPt7Fb54iIiIiIiIiInJH3gSHAuCC11yMo8nkhAAq9LV8mn9eD64b1QVmxH0U+b5r21J7v23XCyLG3Ynrfo3Dhu9Px2LOTUFT/W1zriK4TZLduUDJBHLNt5EInOSIiIiIiIiI3YmAILTtteUQQbFDYrk0rTBnVH5/881jcPqp/swBQ24hgkVEr+Ezb3Ko1rjzuYlQMuQADVi3DC4+Nx74/fml43+jdj2xjH2a3m1syQRyjbRjtCxERERERERE5g4GhkLJif1NgItydK1BXjwmzlqG6NgAA2Ly1sen+6zcFm25bv6llZy63eKb/MRg59lYACjOfKscpS19pdrtATwHzhKJb/iKfYbHnyOCZACjyeeEpaB5S8nokqSBO9DbM9oWIiIiIiIiInJF0VzIR6QLgCQCdoGMMDyql7hCRDgCmA+gO4FsApyil1lutK91dyaKVVs43bGEfziQyuq19oRd1m4KmtXrcov2mX3Hn7Coc+t0SPN1vCCb/5a/Y0qp1s/0OB4n8NtrEV9cGUP7sUgQjKlB7CwRVI/sxkEPsSkZERERERJQlnMgY2grgMqVUbwADAfxDRHoDqADwmlJqLwCvhf7valbFj81uW58FQSEAWF/YDuNOmYx7Bo7EmKXzMGPqlej865pm9wk/j+hMKSNV81Y0CwoBQLBRpa2DWHVtAKWV89GjYi5KK+db7isRERERERERGUs6MKSUWq2U+jD0++8APgXgB3ACgMdDd3scQFmy20o1q+LHuVAAubHAg6rDx+G8E69Gj3UBzHl8PEq/XWJ43/pgA8ZPX2IadMlkB7Hq2gAmzFqGQF09FOwFsoiIiIiIiIioJUdrDIlIdwDFAN4D0EkptTp004/QU81czar4sdltbutIZscrex+EE8ZNwdrtivDEjGtx/rszAJMphWZBF6c7iMWTAVQ1bwXqgw3NltUHG9KWrURERERERESUKxwLDInI9gBmAhivlGrWG13pQkaGkQcROU9EakSkZu3atU7tTkKsih+b3TZpeB94C5xtS+ZJQ5uzbzr4ceLpt2Fur0NwxZtP4IH/3ogdNm80vG99sAGT5yxvtswoUOb1CDZu3hr39K54M4Ayma1ERERERERElEuSLj4NACLiBfACgHlKqX+Hlq0AcIRSarWI7AbgdaWUZcuqTBefTkR1bQDlzy1FsMG5SkOnDeyKBZ+tNSx27TilcFbNbFy14BF81343/K3sKnzRsZvhXW8f1b9ZYenq2gCq5q3AD3X1KCr0YsMfW5vVHfJ5Pba6ilkV/V5YMTiu+5cP6dm0T51tFNGm1GDxaSIiIiIiouyQdMaQiAiARwB8Gg4KhcwGMC70+zgAzye7LTeqmrfC0aAQAMxa/L1hRk5KiODRA0/A6NE3YYfNm/D8k5di2CdvGN71shlLm2UDlRX7UT6kJzoX+bB+U7BFMWq707vMMn3MAmNm0/oG9erI2kNEREREREREcXBiKlkpgNMBDBaRJaGf4wBUAjhKRL4A8JfQ/3NOKqYvbQo2Nk1dS5cPuuyLoWfegeW77IG75lThmtceQquGrc3u06BUU8Bl/PQl6F4xF5dMX2KZ2WTn9TGrSySAYVDHbFrfgs/WsvYQERERERERURyc6Er2tlJKlFL7KaX6h35eVEr9opQ6Uim1l1LqL0qpdU7ssNuYBTU8Ik1Bi9I9OsS93nBGjj+N3dDWbt8Bo0ffhP8cMAxn1zyPqc9cjY4brP9ssXKl7BSjLh/SE0ZVlRRgGtQpK/ZjYcVgfFM5FAsrBqOs2M/aQ0RERERERERxcrQrWT4a1Kuj4fLRA7o0BS1GlnSF1xNfQenyZ5fq+kVDejpW3NrOWrZ6WmHyX/6Ki4Zdjr4/fYkXHh+Pku+Xx36ggXBHt1jKiv2mAaZ4gjpOd0ojIiIiIiIiynUMDCVpwWfGndSmvbeqaRpUInWIgo0Kl0xfgvHTl7So3ZOoeNYyu/cROPH027DJ2wbTpl2F/6t53rSlvREBcNIBftuFn80yo+IJ6pjVHrITnCIiIiIiIiLKRwwMJckso6VBqabCx4lOZXIiHJRMrtGKjt1xwhlT8PqfSnDdaw/h9hf+Bd+WP2w9VsE8aGbEiaCOWe0hdiUjIiIiIiIiMuZIu3qnZGO7erPW6WHhTJi0tJ6PUiCAE8lGohpx/rvP4rK3nsKKjt3wtxOvwnftO8d+HIBvKofa3k51bSBrWs27cV/dtE9sV09ERERERJQdGBhKUnVtABNmLWvRDStMAEwZ1b/FfQTJZQS1L/Tit/qtaDD5+3k9Evf0tVgO/eZD3DHnX2jV2IBLh16K/+01IOY+1l57tKP74AZGf3Of15PR7CS37RMDQ0RERERERNmBU8mSFJ6+5BHjSVudi3yGU5ymjOqfcMcxr0ew4Q/zoFChtwBVJ/dzvKPZWz32x7Bxt+Ob9p3x8Kx/4rI3n0RBo3FADIirJFFWqZq3okUgsD7YYNpBLR3cuE9ERERERETkfq0yvQO5IJyRYZSxEa6RU1ZsXIjZKtsoUjjDyF/kw8bNW1FXHzS9rwpVFiof0tP2+qP5vB7DxwXa7YJTxt6CSa/ejwvfnY5+qz/HxcMux/rCdi3u+6vFPhpJx1Qos23Es22zmlGJ1pJyghv3iYiIiIiIiNyPgSGHhIMI8QQ2wrddNmOpYfaPRwSNSrVYV/eKuZb7Es4UWVgx2HL9Zvyh7VXNW2FYG2lzq9aYcOxFWLrb3pj8v/sx5/Hx+HvZVVi2217N7te5yGc74BI9FSpQV48Js5YBgGPBIbNt1Hy3DjMXB2xvu3ORz/B1iaeDmtPcuE9ERERERETkfqwx5AI9KuYa1hsyKt5cXRvAJdOXxKxPFPnYWIGkSN9GbK+6NoDx05dY3n+/1Z/j3uqb0XFjHa456u+Y0U/XFPIWCEb9uUuzgAtgXvfGrIi3v8jXFOBKltk2PCKGgTOzbbutno8b94k1hoiIiIiIiLIDawy5gFlWh9HyqnkrbBWtDj+2ujZgez+i6ySVFftR5POa3lcA/LJPPzxx13Oo7bYvbn35Ttz08l1os3ULgo0KUxettF33Jh1ToczWZZZNZXZ/o5pRmQwKuXWfiIiIiIiIyP04lSxF4qlZY1QLKLI+USQ7gZLIx8ZTfDgyQBLe/7r6YIsOakaZKNW9q3HfxeX4+zsz0Oenr3F+2QQE2u1iuB2j55COqVBm2zDLGLLatlnNqGjpbCFvd5+IiIiIiIiIwpgxlALhaT2BunoobKtZY5a9Y5XtUV0bQGnlfPSomIvSyvkoKjTO4Akr8nmbBW3iybjxR2QZhfcfQIsMpTatWr5tqv73JW459Aycd+LV6LEugDmPj8ch39QabqdApOn5hF+T8iE94fN6mt3PLDiWKLNtjB7QJSXbjvd9QERERERERJRuzBhKAavW4WYZHUbZHkbFks2IAGMHdMUNZX2bLTfLkjESmWVk1cmsrj6IS6YvQc1365q2Fw5AvbL3QThh5664/7834vFnr8Nth56G+waeDCXbgknh7ByjIs+pzK6x2kZJtw6ObzuR9wERERERERFROjEwlAJO1cuJFaCJpBQwc3EAJd06NAs6lA/pifLnliLYYF2ZqH2hN64sIwVg6qKVTduLDEB908GPE0+/DZUv34Ur3nwCxas/x2VDL8HGttu3mLIVGShJx1Qos22kYttsIU9ERERERERux6lkKRBPMWkr8QYQjAo7lxX7sV1r6/ifp0Bw3bA+Tf+PNV0tTGFbDaPyIT3h9WwrXr2ptQ8XDSvHDX85D0d+U4OP5k7Enmu+MVyPGwIl0VP2wtO9zJbb4dT7gIiIiIiIiChVGBhKAafq5SQSQDAKsvxaH7R8TOSboLo2gA1/bLW9vXCWUFmxH1Un98N2rbc9bxHBH/+4AAXz5wO//47qJy/HsE/eaLGOyOeZTCAmUWa1gCZWL0uqRlA66iYRERERERERJYOBoRRwqnW4UWAhFqNgUqwAU7BRNWX+VM1bgWCj9bSzaHtMeBHdK+Zi8pzlzaa+KQDTP1iF6u3/BHz4ITb22Q93zanCtf97EK0adPApMlCSqWLNZrWApr23yrRGkB1sIU9ERERERERuJ8qgTXemlJSUqJqamkzvRtrYaWUevo+dAtLeAsH2bVuhblOw2fqii1gbEQDfVA5Fj4q5LbqQJat9oRe11x4NBIP4atzfsce0R/D+7r1xUdkE/Lhde/hD+2r2PP1FPiysGOzwXm0T73MOv1ZkTkQWK6VKMr0fREREREREZI0ZQxliNzumrNiPhRWDm1rJR/OIQKDb1EOA9ZuCLdYXmbliJpxV1M5nr75QPNZvCk1l83qxx9MP44Ob7sa+P32F2f+5CCXfL2/aV7PgV6prEJllVHlEDJezRhARERERERHlCgaGMsSqlbkRs+BIo1L4pnIotmvTqkXnscj1hQNMt4/qb1r3pro2gI1b7NcXStR42Qcnnn4bNrZui2nTrsKZNbNRv2VrxgIxZrWARg/oklCNoEzUSSIiIiIiIiJKBNvVZ0i8rcwj28FHL6+uDdjOtglPVTOawlZaOT9mW/tEhOM9zabFdeyOE86YgtvmTsGk1x5E/9UrMGHIhcB22zULmKWjWLPVa1LSrUPM6X6RoqfthbOhIrdjZwphIlK1XiIiIiIiIspdrDGUIaWV8+Oqp2NUJ8jn9eCkA/yYuThgWj/ITn2eeOoYJer2Uf0N6xyJasTfFz2Hy956Ct/u0g1fP/A4Jn0azNrgRqy/q9nfMdmi1Klab6JYY4iIiIiIiCg7cCpZhsTbytysw9WCz9aaBoXsTnuyqu8DANu19sB4kpc9/iIfJs1ebrifSgpw70Gn4LzR/8Tum+tw1BnHY+E+v+ObyqFYWDE4oaBGJqdyxcoEi3cKoV2pWi8RERERERHlNk4lyxCr6UtWj4m+/ZLpS0zvb5UtEk+W0KYtDTh4jw5456t1cXcs83k9GNSrI55atNL0Pv4iH4aNGoc2N40FTjoJKCsDrroKuP56wOMxfZzR1CkAMadyJcrOVC2rKX9A/FMI7TJ7fKCuvqkAeaI4RY2IiIiIiCh3MWMog8IFoZPJjjErzOwv8lkGhWJlCUVSAD5c+SvGDuxqWiDabB/CWU1W9wlPdSud9hV6HnE15pQcC9x0E3DsscDPP8d8DpFd2Iwyk5zInLHbRS5WJpjZ3yvZAttWjzfaT7vsPm8iIiIiIiLKTgwMZbl4p6QBxtOOYqkPNuCpRSvR1mvvLRMO+JQV+y2zYTZt2YqJ1cuagg+bW7XGhUf+A9cMvRgNb7wJlJQAixfbeg71wQbU1QcNtxNPRo7RVDS7U7XMpvyFg3SJ/L3sMFqv1X7axSlqREREREREuY1TybJcIlPSkpm2tHGLvYBSZKDDbHoVAKzfFMTURStbTFF7ct+j8GmnHnjuf/8GSkuBe+4Bzj676fZ4C2Xbzcgx6ypmFkgzei2NpvxF3gbE9/eyI/z48SZTCxP9m6dq6hsRERERERG5AwNDOcAqEGHEKlBT6C3ApmCjI/sUWcdIANP6RGbLazruiZv++SSueuoG4JxzgEWLgLvuAtq2jWtfvAViOyPHLEPGTCJTwOL9e8WzXrO6UYlOVYtVM4mIiIiIiIiyG6eS5SGz6UynDewKlVT/sW0ip4cBOviTyJof+XQD8NJLwNVXAw8/DBx6KObNfS+udWzftpXtQEw8mTACJD0FzGlOT1VL1dQ3IiIiIiIicgcGhvKQWR2cBZ+tjbv2kJmnFq1ssS4FxFW8GgAalNKdyW64AYumPIrfl32CA0cejUO+qbW9jrpNxnWHjMSTCaOQfKczp8WqcZTp9REREREREZG7iFLxNiBPnZKSElVTU5Pp3chbPSrmxt2OPhE+r6dZ0Mjn9eCPYIPhtj0i+Orm45pq/3T6aSXu/+9N2OuXVbjt0NNw38CTocQ6vhnZ+SyW6BpDAEynwcWz3nwjIouVUiWZ3g8iIiIiIiKyxowhahJv3RiPCIp83rgeIwBOOsDfIgNl7MCuhvcfPaALgG21f77t4MeJp9+GF3odiivefAIP/Pcm7LB5o+X2AnX1Td3FYjHKkBk7sCunUxEREREREVFOYsYQNamuDZh2tYrm83pw84i+AGDZtctIkc+L7dq0atGVa2L1Mkx7bxUalIJHBKMHdMENZXobLbKZlMKZi+fg6gWPYFW7Tvj7iVdhRcfuMbfdvtCL64b1iXsqVLiQtpOdxHIZM4aIiIiIiIiyAwNDDsmVwEHx9a9gvUlNHo8IGpVq8fwin3uBiK4LFIdwkMnq9SqtnG/YHavk++W4t7oS22/ZhKuOvQjV+xwOT4x9sLO9ROXK+yBZDAwRERERERFlB04lc0C4Lk2grh4KeurShFnLbE1dypTq2gBKK+ejR8XcZtOsrhvWB96ClgWiPQWCHdq2MlxXWbEfCysG45vKobjtlH4tpl3FUh9sQNW8FZb3MeqOBQA1u/fB0DPvwMed9sDts6tw7f8ehGy1LjZtZ3uJyMb3AREREREREeU3BoYcEK5/EylVwQcnWAUwyor9qBrZr1ntoO1ae1AAoK4+GDPgEVmjB7Dfoj5QV98iSGW23nDtn/aFeh/Xbt8BY069CY8eMBxnLZ6Np5+5Ch03rLPcXjxt6e3KtvcBEREREREREaeSOcCsm5cA+KZyaLp3JyazaVlmXbbivX+k6KlVm7ZsNZ2qFmZ3qpfR6z78kzdQ+fKd2NC6EOeXVaBm9z6Gj01FR7Fsex+kEqeSERERERERZQdmDDnArJtXvF2+0sUsW8ap5ZEip5ktrBiM64b1iTnVrD7YgMtmLLXMIAKMX9/ZvQ/Hiaffho2t22LatKtwZs1sICr4maqOYtn2PiAiIiIiIiJiYMgBRvVv3NbOPLKmUIEYT/CKN7CRSMAjekqYmQalYk5bKx/S03AdKzp2x/Bxt2PBHgdi0msP4vlF92GPQjRNQUtV4elseB8QERERERERReJUMoe4uRtVuKaQVUt5q+lbRo93qrOX2TS1aGZTv7pXzDV9TIe2Hjz5yxvoc++tQO/ewKxZwF57JbW/sbj5fZBOnEpGRERERESUHRgYygNmwRez9vNGJlYvw7T3VqFBKXhEMHpAF9xQ1jfpfauuDeCS6UsMa/NE8xvsp1VgqSmY9OqrwOjRQDAIPPEEcMIJlvtjJ7DDAJA1BoaIiIiIiIiygyNTyUTkURFZIyIfRyzrICKvisgXoX/bO7Etip9ZLaBGpfBN5VCUD+mJqnkrTGv6VNcGMHNxAA2hIGKDUpi5OOBIG/ayYr+toBBgPK3MappW0/M+6ihg8WJg772BsjLg6quBhpbZU3bbzSfTlj5ySp9V/SQiIiIiIiKidHCqxtBjAI6JWlYB4DWl1F4AXgv9nzLAqkaQnSBHqtuw++OoVRS93bJif1Pb+mjNnne3bsBbbwHnnAPcdBNwzDHAzz83u7/d55no65FMQImIiIiIiIgoFRwJDCml3gSwLmrxCQAeD/3+OIAyJ7ZF8bMqimwnyJFMV7JE989K9HaNOp0ZFn1u2xZ46CH989ZbwAEHAB98YLpes+WJvh6pDrARERERERERxSuVXck6KaVWh37/EUCnFG6LLER3AovszGUnyBEr4yjZqVF2O5WZ7Y/V8zN0zjn/3979R1ld13kcf75BFJL8QbIpo5YpwbL2gxgNF/oBQoy5GOamkLV6ND15TJEtO0Nq9kNj1DLJY50D4WY/RNkjO5JYUyatxlFycNzI9XdqMmmNbdJa+As++8edYYfp3sud4d753jv3+TiHgxfH+33de/yH1/l83m9+vmI1z/35JV4+5h9pOenTtHZ0lrx9baBb2ipdsEmSJEmS1F+Dsq4+5SZc5x0lExFnR0R7RLR3dXUNRpy6NG9yA+ubZ/Jky/Gsb565ozQppeQodOJoxsSxZbsa1Ttfsatlhda/9/z3Xz/lnQAsuvmBgkVVa0cn5zw8jOM+/nU2HPI2mldfzWtnnMnst+xT0smjga6lH2ihJEmSJElSpVSyGPp9RBwE0P37H/L9UEppWUqpMaXUOHbs2ArGUT6llByFTuSse7irIlejCl0t2/91I4qeBCp1hk/Pla4/vW5fTv/IF7j2mFP45wfamP+vp3LN1P13efKo3yeUinyuUgolSZIkSZIqpWzr6iPizcBtKaUju19fBfwxpdQSEc3AmJTSZ4u9h+vqszHQ1euHNa/NewwsgCdbjh/0TIVW1+9YW18k96zHNnD1bV9jn9ePgpUrc5vMKqBe1ty7rl6SJEmSasMe5XiTiFgJvB84ICI2A5cCLcCqiDgTeBo4uRzPUvnNm9wwoHJi3H6j8hYxpV6NKlaSDCRTqTN88uW+Y/y7Oeu8b3Fz21UwZw5cdhk0N8OwQbltKUmSJElSJsq1lWxBSumglNKIlNLBKaUVKaU/ppSOTSmNTynNSin13VqmGrc7V6Mqsbq91Bk+hXKPnz6ZYz/Swq0T3wsXXcSzx34QtmwZcJ6+XFcvSZIkSao2ZTkxpPrUc6Kn1KtRvU8IDYtgW59rjD3ziYqdFCp2yujCORNYvHrTTnOP8hVV+XLPmDiWWzZ2svVVWDj3M3SMm8BF61bw/N+/nQtO/jzrRx6421e/iq2r353rZPVyPU2SJEmSVH5lmzFUDs4YGroubt3ED+79bf7VdL0Um0/Uc+Kmb/HTe/BzT0nS+cJWhneXTw0llCX55hM1bn6Qb7a2MPqVv9LcdD5rJr3vb57XH5WYyVTKd5IFZwxJkiRJUm1wgIoqrrWjs6RSCIrPJyp24qbHvMkNO66K9ZxIKuXKVr75RO0H/wPHn76UX7/xcL7xw6v4/B3LePWll0vautba0cm0ljs5rHkt01rupLWjsyLr6kv5TiRJkiRJKsRiSBV3VdsjJZVCu5pPVOpw6YGUJYXKma7RY/jo/K+wovFDnLFxDTfe9Dle3Vx8JlChWUIzJo4t+7r6Ur8TSZIkSZLysRhSxRUrKYZHEORWyu/q+lOpJ24GUpbkG0gd3b+/NnwPvnzsWZw390KO/P0T3P7dC+Duuwu+V6Fiat3DXSz58Nto2G9UyZ95VypxCkmSJEmSVD8cPq2KK7TWPoCvnfyOkouRUodLF3pe37Kk79Dmk6Y0sO7hrjwDqXPP++Gk9/H0QW/hxh9fCTNmwFe/CgsXQsRO71usmJo3uWHAw7V35zuRJEmSJCkfiyFVXL7yAiDBjutdpZRDpW5BK6Us6Tu0ufOFrdyysfNvTvA0vmnMTs8745S5jL5yAZx2GixaBBs2wPLltD62pejGNfj/YqpQ+ZMv0+LVm4p+P/3dDCdJkiRJUm9uJdOg6L0tLGCnmUPl3KJV6layfFvIIHe9a33zzF0/aPt2uOIKuPhitrxlPPNnf4aH9jmo4I/3fEag4BaxntwDzrSbyrn23q1kkiRJklQbnDGkQTFvcgPrm2fSsN+ovxlEXa4tWr2HPgNsS2nHSaG+BcduD20eNgwWL4Yf/5j0u2e5ecVCZj92704/km9+UrHB2FkOki40MLvYJjdJkiRJUu2zGNKgqmT50Z9tZGUb2jx7Nsefdg1Pjmlg+erLuPA/b2DY9lyG7SnxZMvxrG+euaOYKvb5sxwk7dp7SZIkSapPFkMaVJUsP/pTOuXbQjbgoc2HvomTT72CG98xh3Pv/XduWHUp+/91S97PVOzzlzVTP7n2XpIkSZLqk8WQBlUly4/+lE7zJjeUbXX8hXMmMGzUKD7XdB6fbTqfozc/yNobFnH5wVtp7ehkWsudHNa8lmktdzJj4tiCn7+cmfrLtfeSJEmSVJ8cPq1BV84hx33ft9Bg50qXK70/08wXf8u1t1zOXn/s4gsfOIfvHTl7pzwnTWlg3cNdVbVFrNzfncOnJUmSJKk2WAxpSKlU6dRvzz/PL49p4ujHN3LT2z/ApbM/yct77AkM3pax/nIrmSRJkiTVH4shqY9yFSSHf3YNF/ziRs6752Z+deARnDPvc3Tu+3cE8GTL8eUPXkUshiRJkiSpNjhjSOqlnGvbDxwzmq+99+OcedIlvPlPz3Lbdxbynifvd26PJEmSJKlqWAxJvZRzbXvPoO2fHfFuTviXq/n96DHcsOpSlj/TBtu3lyuyJEmSJEkDZjGkmtR329dATvTkU8617b23jD09poFzz7uOTe9pYtI3r+SOCccw59I1ZcstSZIkSdJA7JF1AKm/+m7Q6rnuBez2oOlx+42iM08JNNDrX/MmN+zI1NrRyfxXzuOUPQ/honUrOPzaT7LwuUvgkydkvpVMkiRJklSfPDGkmlPO61599Vz/6m3UiOFcOGfCbr/3VW2PsPW17Xyn8QTmL1jC6159mZv+bREdV3xrt99bkiRJkqSBsBhSzSnnda++el//CnKr5Zd8+G1lOdHTO9/GgyfxT6ctZdMbj+CLN18OCxfCq6/u9jMkSZIkSeoPr5Kp5pT7uldfva9/lVPf3F2j9+fU+Zdz+T3f45RvfAM2boRVq2DcuLI/W5IkSZKkfDwxpJpTyetelZQv94iRe7HXtUth5Uro6IApU+DuuzNKKEmSJEmqNxZDqjmVvO5VSUVzz58PGzbA618PM2fC0qWQUtaRJUmSJElDXKQq+stnY2Njam9vzzqGlJ0tW+D006G1NVcWLV8Oo0dnnarfImJjSqkx6xySJEmSpOI8MSRVk333hVtugSVLcvOGpk6FRx/NOpUkSZIkaYiyGJKqzbBh0NwMbW3w3HNw1FG5E0SSJEmSJJWZxZBUrWbNgvvvh7e+FU48ERYvhm3bsk4lSZIkSRpCLIakanboobktZWedBS0t0NQEXV1Zp5IkSZIkDREWQ1K1GzkSli2DFStyJdGUKXDffVmnkiRJkiQNARZDUq044wz4xS8gAqZPz20skyRJkiRpN1gMSbWksRE2boT3vx/OPhs+8Ql46aWsU0mSJEmSapTFkFRrDjgAbr8dLr44d71s+nR46qmsU0mSJEmSapDFkFSLhg+HL38Zbr0VHnssN3eorS3rVJIkSZKkGmMxJNWyE06A9nYYNw6OOw4uuwy2b886lSRJkiSpRlgMSbVu/Hi4915YsAAuuQTmzYMXXsg6lSRJkiSpBlgMSUPB3nvD978PS5fCj34ERx0FmzZlnUqSJEmSVOUshqShIgLOPx9+/nP4y19g6lS48casU0mSJEmSqpjFkDTUTJsG99+fG0h96qm5suiVV7JOJUmSJEmqQhZD0lB04IHws5/BokVw7bUwcyb87ndZp5IkSZIkVRmLIWmoGjECrr4aVq6Ejg5417vgrruyTiVJkiRJqiIVL4YioikiHomIxyOiudLPk9TH/PmwYQPss0/u5NA110BKWaeSJEmSJFWBihZDETEcuA44DpgELIiISZV8pqQ8jjwS7rsP5s7NXS/76EfhxRezTiVJkiRJylilTwwdDTyeUvpNSukV4CbgQxV+pqR89t0XVq+GJUtg1arc1rJHH806lSRJkiQpQ5UuhhqAZ3q93tz9Z5KyEAHNzdDWBs89B42N0NqadSpJkiRJUkYyHz4dEWdHRHtEtHd1dWUdR6oPs2blVtpPmAAnngiLF8O2bVmnkiRJkiQNskoXQ53AIb1eH9z9ZzuklJallBpTSo1jx46tcBxJOxx6KNx9N5x1FrS0QFMTWM5KkiRJUl2pdDF0HzA+Ig6LiD2B+cCaCj9TUqlGjoRly+Db386VRFOm5IZUS5IkSZLqQkWLoZTSa8CngDbgIWBVSunBSj5T0gCceSasXw/DhsH06bB8edaJJEmSJEmDoOIzhlJKt6eU3ppSOjyldHmlnydpgKZMgY0bYcYMOPvsXFm0dWvWqSRJkiRJFZT58GlJVeQNb4C1a+GSS+D663Onh556KutUkiRJkqQKsRiStLPhw+FLX4I1a+CJJ3IniX7yk6xTSZIkSZIqwGJIUn5z50J7OzQ05DaWXXNN1okkSZIkSWVmMSSpsCOOgHvugY99DCZOzDqNJEmSJKnM9sg6gKQqt/fe8N3vZp1CkiRJklQBnhiSJEmSJEmqUxZDkiRJkiRJdcpiSJIkSZIkqU5ZDEmSJEmSJNUpiyFJkiRJkqQ6ZTEkSZIkSZJUpyyGJEmSJEmS6pTFkCRJkiRJUp2yGJIkSZIkSapTFkOSJEmSJEl1ymJIkiRJkiSpTkVKKesMO0REF/B01jmAA4Dnsw7RD7WUt5ayQm3lraasb0opjc06hCRJkiSpuKoqhqpFRLSnlBqzzlGqWspbS1mhtvLWUlZJkiRJUnXwKpkkSZIkSVKdshiSJEmSJEmqUxZD+S3LOkA/1VLeWsoKtZW3lrJKkiRJkqqAM4YkSZIkSZLqlCeGJEmSJEmS6pTFUAER8ZGIeDAitkdEVW56ioimiHgkIh6PiOas8xQTEddHxB8i4tdZZ9mViDgkItZFxH93/z+wMOtMxUTEyIj4ZUT8V3feL2adSZIkSZJUGyyGCvs18GHgrqyD5BMRw4HrgOOAScCCiJiUbaqivgM0ZR2iRK8Bn04pTQKmAudW+Xf7MjAzpfQO4J1AU0RMzTaSJEmSJKkWWAwVkFJ6KKX0SNY5ijgaeDyl9JuU0ivATcCHMs5UUErpLuB/ss5RipTSsyml+7v/+X+Bh4CGbFMVlnJe7H45ovuXw8MkSZIkSbtkMVS7GoBner3eTBWXF7UqIt4MTAY2ZBylqIgYHhEPAH8AfppSquq8kiRJkqTqsEfWAbIUEXcAB+b5VxellG4d7DyqLhExGrgFuCCl9Oes8xSTUtoGvDMi9gP+IyKOTClV/TwnSZIkSVK26roYSinNyjrDbugEDun1+uDuP1MZRMQIcqXQD1JKq7POU6qU0gsRsY7cPCeLIUmSJElSUV4lq133AeMj4rCI2BOYD6zJONOQEBEBrAAeSildnXWeXYmIsd0nhYiIUcBs4OFMQ0mSJEmSaoLFUAERcWJEbAaOAdZGRFvWmXpLKb0GfApoIzcceVVK6cFsUxUWESuBe4AJEbE5Is7MOlMR04CPAzMj4oHuXx/MOlQRBwHrIuJX5ArDn6aUbss4kyRJkiSpBkRKLi+SJEmSJEmqR54YkiRJkiRJqlMWQ5IkSZIkSXXKYkiSJEmSJKlOWQxJkiRJkiTVKYshSZIkSZKkOmUxJEmSJEmSVKcshiRJkiRJkuqUxZAkSZIkSVKd+j/E94yb3NigsgAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 1440x1728 with 13 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(4*5, 4*6))\n",
    "\n",
    "for i, col in enumerate(columns, 1):\n",
    "    X_train = house_df[[col]].values\n",
    "    std_scaler = StandardScaler()\n",
    "    X_train_std = std_scaler.fit_transform(X_train)\n",
    "    \n",
    "    sgd = SGDRegressor()\n",
    "    sgd.fit(X_train_std, target)\n",
    "\n",
    "    X_test = np.linspace(X_train_std.min(), X_train_std.max(), num=100).reshape(-1, 1)\n",
    "    y_pred = sgd.predict(X_test)\n",
    "    score = sgd.score(X_train_std, target)\n",
    "\n",
    "    axes = plt.subplot(4, 4, i)\n",
    "    axes.scatter(X_train_std, target)\n",
    "    axes.plot(X_test, y_pred, c='r')\n",
    "    axes.set_title(f'feature:{col}\\n score:{score}')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "eb98f46a-6eab-4b9d-aac0-333cdca7bce5",
   "metadata": {},
   "source": [
    "## 六、随机梯度下降（手写）"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 182,
   "id": "eb3c0c9f-a767-4f48-9487-a8eb86db5885",
   "metadata": {},
   "outputs": [],
   "source": [
    "# 复制数据集data，将其赋值给变量X\n",
    "X = data.copy()\n",
    "# 复制目标变量target，将其赋值给变量y\n",
    "y = target.copy()\n",
    "\n",
    "# 创建一个StandardScaler对象，用于数据标准化\n",
    "scaler = StandardScaler()\n",
    "# 使用StandardScaler对象对数据X进行标准化处理\n",
    "X = scaler.fit_transform(X)\n",
    "\n",
    "# 使用numpy库的concatenate函数，将全1数组（形状为(506,1)）与X进行横向拼接，并将结果赋值给X\n",
    "X = np.concatenate((X, np.ones(shape=(X.shape[0],1))),axis=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 183,
   "id": "bc4e22ec-c058-42c7-95f9-40ed5f849657",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([[-0.41978194,  0.28482986, -1.2879095 , ...,  0.44105193,\n",
       "        -1.0755623 ,  1.        ],\n",
       "       [-0.41733926, -0.48772236, -0.59338101, ...,  0.44105193,\n",
       "        -0.49243937,  1.        ],\n",
       "       [-0.41734159, -0.48772236, -0.59338101, ...,  0.39642699,\n",
       "        -1.2087274 ,  1.        ],\n",
       "       ...,\n",
       "       [-0.41344658, -0.48772236,  0.11573841, ...,  0.44105193,\n",
       "        -0.98304761,  1.        ],\n",
       "       [-0.40776407, -0.48772236,  0.11573841, ...,  0.4032249 ,\n",
       "        -0.86530163,  1.        ],\n",
       "       [-0.41500016, -0.48772236,  0.11573841, ...,  0.44105193,\n",
       "        -0.66905833,  1.        ]])"
      ]
     },
     "execution_count": 183,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "X"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 184,
   "id": "8268dc04-4f37-4189-afee-5023d2fe2bb0",
   "metadata": {},
   "outputs": [],
   "source": [
    "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=46, random_state=10)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 173,
   "id": "6fcb87c7-7cb1-4f3b-ac53-76305d4477d2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(460, 14)"
      ]
     },
     "execution_count": 173,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "X_train.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 174,
   "id": "bafa1aa0-c036-41e5-a2d4-ebec1050d79c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(460,)"
      ]
     },
     "execution_count": 174,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "y_train.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 175,
   "id": "695e1d6f-7711-42bd-8b1f-98cfbfad672d",
   "metadata": {},
   "outputs": [],
   "source": [
    "# 初始化参数theta，催记生成14行1列的数组\n",
    "theta = np.random.randn(14, 1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 176,
   "id": "633c91c4-1d97-4efd-b3e4-7b4901186bbb",
   "metadata": {},
   "outputs": [],
   "source": [
    "# 设置学习率调整参数t0和t1\n",
    "t0 = 1\n",
    "t1 = 1000"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 177,
   "id": "130a0174-df29-4820-a0aa-386a7358e420",
   "metadata": {},
   "outputs": [],
   "source": [
    "# 初始化迭代次数epoch\n",
    "epoch = 0"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 178,
   "id": "8f192944-ae66-48b4-9292-6c4fad784ebf",
   "metadata": {},
   "outputs": [],
   "source": [
    "# 定义学习率调整函数\n",
    "def learn(epoch):\n",
    "    return t0 / (epoch + t1)  # 轮次越大，学习率越小，步子就越小"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 179,
   "id": "4dbe7c2b-6a39-493b-a38d-b045cb9b9721",
   "metadata": {},
   "outputs": [],
   "source": [
    "# 初始化损失loss和上一轮损失lass_loss\n",
    "loss = 0\n",
    "last_loss = 1"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 180,
   "id": "e58c59a7-3318-478a-9b5b-bb9d453dd86e",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "epoch:100 \t loss:195885.53194221223\n",
      "epoch:200 \t loss:162092.00807846873\n",
      "epoch:300 \t loss:138107.25932531746\n",
      "epoch:400 \t loss:116705.4312018365\n",
      "epoch:500 \t loss:98896.74651577167\n",
      "epoch:600 \t loss:82435.34557313989\n",
      "epoch:700 \t loss:69377.49483287934\n",
      "epoch:800 \t loss:58824.65682508755\n",
      "epoch:900 \t loss:50566.6728596904\n",
      "epoch:1000 \t loss:42342.10372198596\n",
      "epoch:1100 \t loss:36822.93201287159\n",
      "epoch:1200 \t loss:31466.912274004433\n",
      "epoch:1300 \t loss:28198.649911528857\n",
      "epoch:1400 \t loss:25082.10720351905\n",
      "epoch:1500 \t loss:21903.493932012352\n",
      "epoch:1600 \t loss:19755.50400287714\n",
      "epoch:1700 \t loss:18490.343591685614\n",
      "epoch:1800 \t loss:17567.3422876001\n",
      "epoch:1900 \t loss:16404.719389693964\n",
      "epoch:2000 \t loss:15575.793622894682\n"
     ]
    }
   ],
   "source": [
    "# 进行2000次迭代\n",
    "for epoch in range(1, 2001):\n",
    "    # 如果损失值变化小于 1e-7,则提前终止迭代\n",
    "    if np.abs(loss - last_loss) < 1e-7:\n",
    "        break\n",
    "    # 随机选择一个样本\n",
    "    index = np.random.randint(0, X_train.shape[0], 1)[0]\n",
    "    X_i = X_train[[index]]\n",
    "    y_i = y_train[[index]]\n",
    "    # 计算梯度grid\n",
    "    grid = X_i.T.dot(X_i.dot(theta) - y_i)\n",
    "    # 计算学习率\n",
    "    eta = learn(0)\n",
    "    # 更新参数theta\n",
    "    theta = theta - eta*grid\n",
    "    # 更新损失值\n",
    "    last_loss = loss\n",
    "    # 计算当前损失\n",
    "    loss = ((X_train.dot(theta) - y_train.reshape(X_train.shape[0], 1))**2).sum()\n",
    " \n",
    "    if epoch % 100 == 0:\n",
    "        print(f'epoch:{epoch} \\t loss:{loss}')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "c84d7e15-ad9f-494d-8318-ae1dd3740516",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
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